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the point is that nobody in his right mind thinks of "Weyl quantization" to actually be Weyl's original 1927 proposal, anymore, after Groenewold's and...

I replaced this sentence. It didn't sound right to me: In 1913, Weyl published Die Idee der Riemannschen Fläche which unified analysis, geometry and topology...

Weyl curvature → Weyl tensor From WP:RFD: Weyl tensor should not be redirected to Weyl curvature because similar articles are named blah tensor and because...

According to the Standard Model all of the observed fermions are actually Weyl fermions. Left-handed and right-handed fermions combine to create a Dirac...

the weyl chambers are those portion of the plane delimited by the half lines generated by two roots? Alberto The article is correct. Roots and Weyl chambers/v...

the Weyl curvature hypothesis is that the normal derivative of the Weyl curvature of a previous universe is equal to the normal derivative of the Weyl curvature...

Executive summary: Please insert [[File:E. Glen Weyl at NERD.jpg|right|thumb|Weyl at Microsoft New England Research & Development center in 2018]] at...

what is l(w)? Thanks. 131.111.55.11 (talk) 21:03, 13 October 2010 (UTC) The Weyl group is generated by the 'simple' reflections corresponding to any base...

special cases: If <,> is skew than we get the infinite-dimensional Weyl Algebra weyl(V,<,>). If <,> is trivial, i.e. not non-degenerate, we get the Symmetric...

This subpage contains data about Hermann Weyl which is used by the Wikipedia:WikiProject Mathematics to produce tables of mathematicians. Edit this page...

not sure how notable Fritz Joachim Weyl is. It seems like his notability primarily comes from his father Hermann Weyl, and his cited work (under "Other...

helical path. What helicity might have to do with neutrinos or with the Weyl equation is not clear. Can someone more knowledgeable than I please fix this...

War I draft registration card". The following text, however, indicates, "Weyl immigrated to the US on 31 March 1912, according to his 1933 petition for...

Hello fellow Wikipedians, I have just modified one external link on Max Weyl. Please take a moment to review my edit. If you have any questions, or need...

To editor Tito Omburo: Per WP:BRD and WP:EW, please discuss your edits to Weyl connection before you end up blocked. Chris Troutman (talk) 16:20, 17 October...

Then the Weyl integral operator of order s is defined on Fourier series by \sum_{n=-\infty}^{\infty} (in)^s a_n e^{in\theta} where this is defined. ??...

theorem is not stated very clearly. I other words: What exactly does the Peter-Weyl theorem say? Thanks in advance. 192.38.109.188 00:41, 5 March 2007 (UTC)...

physical massless particles contains a row for Weyl fermions and labels them as "confirmed". To my knowledge, Weyl fermions have not been experimentally confirmed...

At the moment "Weyl's theorem on eigenvalues" links to "Weyl's inequality". This was done at some point after the former was added (linking to a non-existent...

Wikipedians, I have just added archive links to one external link on Nathaniel Weyl. Please take a moment to review my edit. If necessary, add {{cbignore}} after...

states, "However, as a natural quantization scheme, Weyl's map is not satisfactory. For example, the Weyl map of the classical angular-momentum-squared is...

Weyl's inequality in number theory and Weyl's inequality in matrix theory have nothing to do with each other. They should be moved to separate articles...

CCR algebra = complex Weyl algebra over a complex vector space, equipped with dagger operation, so it becomes a *-algebra. CAR algebra = complex Clifford...

symmetry of the Weyl orbits. Unfortunately, the term "Weyl orbits" isn't defined anywhere, and it doesn't have a Wikipedia entry. The entry Weyl group uses...

mixes up two entirely different concepts: the longest element of a finite Weyl group W, usually denoted w0, and the Coxeter element. The two elements are...

Poisson algebra generalizes that. Am I supposed to be able to glue/solder the Weyl-Brauer matrices onto a Poisson manifold in some kind of canonical/tautological...

mathematical physics since the 1870s and are definitely not traceable to Weyl, who merely applied them. The stub is an embarrassment. Cuzkatzimhut (talk)...

Made a start in describing one classification of the Weyl tensor (based on pnd's). May need to mention who Petrov was and describe other classifications...

In 1935, Hermann Weyl subnitted an obituary to the New York Times, which they refused to print on the grounds that nobody had ever heard of him. There...

Isn‘t this theorem originally due to Élie Cartan rather than Hermann Weyl?—Godung Gwahag (talk) 17:57, 20 January 2020 (UTC) Thank for spotting the error;...

added some content. Also, I decided to be bold and merge the article on Weyl's criterion into this page. This is my first serious edit in Wikipedia, any...

pretty sure that the Wigner-Weyl Transform is a different thing from the Wigner Function. The Wigner function is the Weyl-Wigner Transform of the Density...

developments in Weyl's tile argument seem to exclude the possibility that reality is discretised - see personal-homepages.mis.mpg.de/fritz/2012/weyl_argument...

Hermann Weyl worried about a "crisis in quantum physics" that the discovery of antimatter would resolve? Source: https://plato.stanford.edu/entries/weyl/ Reviewed:...

w*\lambda } being dominant, where w ∗ {\displaystyle w*} denotes the "twisted" Weyl group action centered at ρ {\displaystyle \rho } . This is a common error...

affine Kac-Moody algebra described on the page is called affine because the Weyl group elements constructed using the imaginary root translate the codimension...

case of compact groups is understood, qualitatively and after the Peter–Weyl theorem from the 1920s, as being generally analogous to that of finite groups...

Nathaniel Weyl. 1960. Red Star Over Cuba. page 3. OOC:60-53203. Nathaniel Weyl. 1960. Red Star Over Cuba. pages 3-5. OOC:60-53203. Nathaniel Weyl. 1960....

is possible that an algebra is central and simple but does not have finite-dimension (e.g., Weyl algebra). -- Taku (talk) 08:07, 10 August 2022 (UTC)...

Heisenberg uncertainty principle is due to Weyl (who gives credit to Pauli for the idea). This is written in Weyl's book "The theory of groups and quantum...

\leftrightarrow } recurrent conformal metric ↔ {\displaystyle \leftrightarrow } weyl structure 5. recurrent curvature tensor ↔ {\displaystyle \leftrightarrow...

presence of mass-energy-momentum, via Lanczos tensor potential for Weyl tensor, Weyl indirectly couples to mass-energy, local versus global isometries...

this context ("Levi component" implies that it is viewed as a factor) The Weyl character formula is the single most important formula in the subject, and...

in general locally defined. I have had serious doubts about whether the Weyl differintegral (periodic boundary conditions) is really 'the same as' the...

Would it make sense to add spinors, where conjugation rules are for Weyl spinors are: ψ L c = i σ 2 ψ ¯ L {\displaystyle \psi _{L}^{c}=i\sigma ^{2}{\overline...

on, myself, is the status of the unitary group. The 'unitarian trick' of Weyl is to say that it is Zariski-dense in GL(n,C) - I guess. But in what sense...

Кузнец: учёба в Харькове // Universitates. – 2010. – № 1. – С. 52-65" (PDF).; "Weyl, E. Glen, Simon Kuznets: Cautious Empiricist of the Eastern European Jewish...

August 2008 (UTC) Done --Soundofmusicals (talk) 07:37, 25 August 2008 (UTC) References Weyl 1965, p. 171. Lamberton 1960, p. 108 Lamberton 1960, p. 108...

There is some question in my mind about how he shares credit with Hermann Weyl for opening up the theory. Charles Matthews 08:20, 11 July 2005 (UTC) You...

able to clear things up a bit. MathMartin 14:09, 25 June 2006 (UTC) Hermann Weyl, in several of his works, uses "Analysis Situs" to mean topology in general...

given. The author of the paper is "A. R. Weyl". Herrman Weyls full name was "Hermann Klaus Hugo Weyl". Herrmann Weyl died 1955, the mentioned paper were published...

Weyl" source: "Fermionic Fock spaces are naturally representations of a Clifford algebra...Bosonic Fock space is naturally a representation of a Weyl...

a missing term in the formula up to second order. To do: Maybe add Moyal-Weyl product; Add comment about Cattaneo's Path Integral approach; improve formatting...

explain relation to harmonic expansion of potential, explain Newtonian, Weyl, and relativistic multipoles, cite Stephani's textbook and other sources...

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theory, but it was not recognized as such. If we had references that showed Weyl and later work dawning on those specific aspects of Maxwell and Hilbert then...

trick (occasionally unitarian trick)" looks like a repetition to me. maybe "Weyl's unitarian trick" was intended to be in parenthesis? since Unitary trick...

and one on matrix-models? Yes, I think it's worth briefly mentioning the Weyl anomaly and that central charges should vanish etc. As far as splitting the...

Nathaniel Weyl, Treason: The Story of Disloyalty and Betrayal in American History (Washington, D.C.: Public Affairs Press, 1950). Nathaniel Weyl, The Battle...

but just shy of the mark. Teply (talk) 07:28, 15 October 2012 (UTC) The Weyl-Lanczos equations are given as C a b c d = H a b c ; d + H c d a ; b + H...

the two Dreyfus families. In fact, the closest link known is through the Weyl family on Louis Dreyfus' side, see their relationship on Geni. Raphink (talk)...

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10 July 2022 (UTC) Some time you might like to check the 'Weyl postulate' which Hermann Weyl thought necessary to justify the existence of a universal...

Form Invariants almost killed the whole subject" (I forget whether that was Weyl himself or Gian Carlo Rota). BTW: what does "related in fact to" in the phrase...

org/web/20131017201504/http://home.uchicago.edu/weyl/Kuznets_Final_11_10.pdf to http://home.uchicago.edu/weyl/Kuznets_Final_11_10.pdf Added archive https://web...

constituent of its own definition. (...) Important authors such as Russel and Weyl accepted this point of view and developed it." (Pages 146–147.) "But Zermelo...

symmetry group of th e Weyl family we find that we can linearly superimpose a static line mass (locating on the axis of symmetry) in any Weyl vacuum. This is...

refers to Weyl spinors without however saying what they are. Moreover Wikipedia lists 38 topics named after Hermann Weyl with no mention of Weyl fermions...

the spaces to be Hausdorff), theorems based on application of the Peter-Weyl theory are false! The Bohr cmpactification may not have a Haar measure. Why...

this article describes a generalization of the Pauli matrices, cooked up by Weyl. CXlearly the Pauli matrices are at the heart of Clifford algebras. From...

picture of the fermion as a superposition of a left handed and a right handed Weyl spinor (both propagating at the speed of light), with the coupling constant...

roughly the same size as that of the riemman-louiville. Also, taking out the Weyl differintegral, as it's just the riemann-louiville with different bounds...

her first paper on arXiv: "On the μ-admissible set in the extended affine Weyl groups of E6 and E7", which is about a question proposed by R. Kottwitz and...

sequence? Richard Pinch (talk) 10:36, 16 August 2008 (UTC) No, but I think Weyl's equidistribution criterion should be merged here. siℓℓy rabbit (talk) 23:30...

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and the foundational -- could be covered in one place. When Hilbert lost Weyl to the "dark side", he was pretty upset. There really was a personal animosity...

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does not peer review. Ulrich's Weyl's article weyl1967aristocide, title=Aristocide as a Force in History, author=Weyl, N., journal=Intercollegiate Review...

inclusion of T in U(n), and observing that it commutes with the action of the Weyl group by conjugation. However, the whole point is to show that it is a bijection...

pseudoorthogonal Lie algebra. Note that the complete work of Ricci, Einstein and Weyl can be summarized as a Levi-type decomposition of the space of curvature...

certain nice representatives in an affine algebraic group of the finite Weyl group. Until there is an article on this, there should be a disambiguation...

the literature on this. In the classic Zygmund Trigonometric Series, the Weyl differintegral is used: but only for periodic functions, with integral =...

physics in there ? The Weyl tensor represents the gravitational field in regions where there is no matter, so preserving the Weyl tensor along an integral...

an article on Weyl quantization, to which this material is more topical. My vote would be to remove it from here, add a cross-link to Weyl quantization...

I think the tesselation desired here is the one associated to the affine Weyl group of type A_n. Perhaps I should be bold. 96.237.242.122 (talk) 12:52...

-- Web (differential geometry) -- Weierstrass–Enneper parameterization -- Weyl transformation -- Willmore conjecture -- Winding number -- Yamabe invariant...

to any scrutiny in reliable sources. For instance, Majorana and Majorana-Weyl spinors are real representations in physics, and are certainly real vector...

the Heisenber algebra as its Lie algebra should be called Weyl group. Certainly this Weyl group is generated by the exponentials of this embedded Lie...

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exterior algebra, the symmetric algebra, other Schur functors, Clifford- and Weyl algebras and universal enveloping algebras. From an historical standpoint...

section. More applications should probably be given (Jacquet--Langlands and Weyl law for mudolar surfaces are the two that spring to my mind). I'll probably...

comparatively newfangled topic of "topological semimetals" -- Dirac and Weyl semimetals, see e.g. https://arxiv.org/abs/1610.07866 -- somewhere here is...

most publications, such as: Rachel Andrews (A Book Apart, 2017), Estelle Weyl (O'Reilly Media, 2017). Manuel Schmalstieg (talk) 20:00, 30 June 2020 (UTC)...

triangulated this. Samuel Jacobs '09 indicated that his thesis title is Walter Weyl and the Progressive Mind: The Promise and Problems of the New Democracy "...

The link to Weyl's theorem currently leads to a disambiguation page. Someone with more knowledge of the subject should correct the link to lead to a specific...

12:34, 16 August 2008 (UTC) Okay, I've just changed the table in the Affine Weyl Groups section. This is because in the Humphreys text which is referenced...

This is the talk page for discussing improvements to the Weyl metrics article. This is not a forum for general discussion of the subject of the article...

For example, clearly the Dirac and Weyl reps have different dimensionalities, but in odd dimensions there is no Weyl rep and in even dims the Dirac rep...

for the symmetry page! I plan to use this to seque into future articles on Weyl vacuumns, Ernst vacuums, Beck vacuums, Ehlers vacuums, and colliding plane...

to be unrelated. Perhaps these sentences are meant to refer to Hermann Weyl's problem on isometric embedding, of Riemannian metrics of positive Gaussian...

This article contains a translation of Helene Weyl from de.wikipedia....

1882-1935. Published/Created: Basel, Birkhäuser, 1970. Related Names: Weyl, Hermann, 1885-1955. Emmy Noether. [from old catalog] Description: 72 p....

and help discuss this. --JWB (talk) 03:56, 26 November 2009 (UTC) The E8 Weyl group contains a subgroup of index 2, formed by the orientation-preserving...

Sorry about that! Typometer (talk) 20:23, 5 April 2009 (UTC) Weyl group claims that the Weyl group to A2 is the dihedral group of order 12 while the table...

passage in Weyl's eulogy where he opines she had no erotic feeling. "Sexist" is an understatement for this projection on Weyl's part, though Weyl probably...

work on P'al mathematics by a non-'phenomenologist'. Please see Hermann Weyl and related on phenomenology and physics. Please see the article on Heisenberg...

p. 539-570 and the reference given therein. The graded generalization of Weyl and Clifford algebras allow the basis-free formulation of the canonical commutation...

have a Bruhat decomposition: All its Borel subgroups have dimension 1; a Weyl subgroup always has dimension 0; so B W B {\displaystyle BWB} has dimension...

patently false: It is not known whether (spin-1/2) Weyl spinors exist in nature. That's just-plain wrong; Weyl spinors are deeply embedded in the Standard Model...

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For example for compact groups, it has to come somehow out of the Peter-Weyl theorem. One approach is this: starting with a representation you say, OK...

alternative to the quantum logics approach called deformation quantization (see Weyl quantization ). The energy Ep in the second equation needs to be defined...

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This page has been temporarily redirected. If the material on this topic grows, it can be brought back into this page. Bambaiah 14:25, Jun 6, 2005 (UTC)...

edu/sites/g/files/bxs876/f/Weyl%20(paper)%20-%20Feb%202017.pdf 3. https://www.sss.ias.edu/files/pdfs/Rodrik/workshop%2014-15/Weyl-Quadratic_Voting.pdf — Preceding...

last several days, a group headed by Princeton has reported observation of Weyl fermions. Is this a topic that should be mentioned in this article? Articles...

articles on the various types of curvatures (e.g., Weyl tensor). A great deal can be said about the Weyl tensor vis-a-vis conformal geometry, for example...

classification of rank two symmetric tensors and on the Petrov classification of the Weyl tensor. ---Mpatel 17:37, 14 Jun 2005 (UTC) I've just added much new discussion...

In the section of the article with the heading "Physical Interpretation", there are 2 places where it says, "ingoing and ougoing". Shouldn't these be CORRECTED...

the symmetry of pairs of periods. Anyway, working in parallel with Dirac, Weyl and Oppenheimer, Janet invented anti-matter. Our summary is A complete periodic...

known, then that belongs in the History of eugenics page. Same applies to Weyl (physicist/mathematician again) and Possony (military strategist) - I've...

Mistakes made by Fermat were pointed out by Euler, Schinzel, Sierpinski and Weyl. See Comptes Rendus of the Academy of Sciences of Paris, Volume 249, pages...

not true: there is just no focusing. But the statement was actually about Weyl-flat (i.e., conformally flat) spacetimes. Now, it is not exactly true that...

progress. Goodnow, like many other progressives in the progressive era,(Wilson, Weyl, Beard, and others) believed the Constitution to be unamendable. The Progressive...

Well, I've heard of people confusing Weil with Weyl, but this (Weil/Wiles) seems a bit over the top to be given serious mention. Charles Matthews 09:49...

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for broad topics that do not need page numbers: Curtis 2003 (footnote 21), Weyl 1952 (footnote 50), Bishop 1993 (footnote 52), Mumford et al (footnote 63)...

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eventually, will compare this simple observation with more challenging case of Weyl vacuums and so forth, link to background on extrinsic curvature tensor and...

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article do not even look like a reciprocity law. There is a reason, Cohen and Weyl, in their texts introducing this law, chose a notation that looked more like...

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It is requested that an image or photograph of Emilie Jenny Weyl be included in this article to improve its quality. Please replace this template with...

about. It's quite unequivocal. Funnily enough, an American citizen (Glen Weyl) came up with the term apparently! The article in reference alludes to the...

in principle) what it is all about. For example : what are the Dirac and Weyl notations? What are the γ {\displaystyle \gamma } matrices? Could the editors...

background. Why not give first the standard presentation in terms of the Cartan-Weyl generators (H_i and E_alpha) and then define those F-spin operators in terms...

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The link to Weyl's theorem currently leads to a disambiguation page. Someone with more knowledge of the subject should correct the link to lead to a specific...

the infinite sequence plays the role of the integer l in Weyl's criterion. We cannot use Weyl's criterion directly as stated for the following reason: For...

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feature of systems with an infinite number of degrees of freedom, i.e. of the Weyl algebra constructed for an infinite-dimensional symplectic space. It is also...

second paragraph of the lead involve (Iwahori-)Hecke algebras of finite Weyl groups or even symmetric group. Arcfrk 01:44, 27 March 2007 (UTC) The main...

showing the figure is pedagogical and the cited references re:quaternion Weyl orbits of A3, B3 and H3 groups describes that. It can be a bit tedious, but...

To-do list for Weyl's postulate: edit · history · watch · refresh · Updated 2006-02-02 tasks for expert: write and link to articles on ADM formalism, explain...

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3390/sym2041776 arXiv:0806.1690 hep-th Palash B. Pal (2011) "Dirac, Majorana and Weyl fermions", American Journal of Physics 79, p485. arXiv:1006.1718 hep-ph Eckart...

userpage, which is amazing) Then (to a lesser degree) the same happend in the weyl algebra article, which I almost had to WP:TAGBOMB To her credit, she somewhat...

could be used for "full" (the irrreps exists and are the only ones) Peter–Weyl and Borel–Weil approaches. At any rate, I have a good reference for the Verma...

work, but why wouldn't this honor be attributed to, say, E. Cartan or H. Weyl, working many decades earlier? --Anon, 24 Oct 2009 —Preceding unsigned comment...

reflects the symmetry group of the class of Weyl vacuums (transformations taking a Weyl vacuum to a new Weyl vacuum, or even the same one but in a different...

presented as anything "correct" or "official". Cayley rational parameters are in Weyl The Classical Groups. The reference should go in the C.r.p., not here. The...

steps, interpretation of the three wave types (as later characterized by Weyl), and the key approximations he used. The book also connects these methods...

this equality in an independent way (cf. Lemma 2 of Ref. [5] in the Wigner–Weyl transform), entering, oddly enough, into contradiction with the footnote...

They figure in Brauer's thesis and some of the more tantalizing parts of Weyl's "Classical groups". The article on Clifford theory BTW is not what you imagine...

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conjugation and an explicit charge conjugation operator is constructed in Weyl–Brauer matrices. There is no mention of charge conjugation in this article;...

August 2025 (UTC) When W is an affine Coxeter group, the associated finite Weyl group... These two terms should be defined for the reader. Gramix13 (talk)...

Retrieved 2020-09-28. https://economics.rice.edu/sites/g/files/bxs876/f/Weyl%20(paper)%20-%20Feb%202017.pdf Currently, there are some online tools listed...

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is well known to have run "Banana republics" in South America. Nathaniel Weyl was an avid anti-communist too. Bataaf van Oranje (Prinsgezinde) (talk) 15:20...

"modern" approach that most treatments now take (although I am also partial to Weyl and Brauer's original approach, which nowadays seems little used, in that...

tampieri 23:07, 1 December 2006 (UTC) Planetmath disagree with J.P.Serre, A.Weyl and S.Lang and also with Bourbaki ('though the last is manly 25 years old...

Tasks for anyone: put citations in form suggested here. footnotes were used inappropriately here, so remove them; they are only a distraction. improve...

by quotations from Weyl. This may be excessive not only because Weyl is highly critical of formalism here, but also because Weyl himself rejected intuitionism...

(UTC) The first part of this history covers a bit of the transition era, Weyl's gauge theory work on gravitation + electromagnetism. It's mainly valuable...

implies even-dimensionality. There are implications for multilinear algebra, (Weyl algebras, as opposed to Clifford algebras, where the bilinear form is symmetric)...

The content of the Weyl's criterion page was merged into Equidistributed sequence on 21 February 2014. For the contribution history and old versions of...

the case and prove it.GraemeLeggett (talk) 07:56, 24 July 2013 (UTC) A.R. Weyl's expertise seems lie mostly outside of firearms, although I see he is a biographer...

(valid) proof is given here: http://math.stackexchange.com/a/759174/81360 via Weyl's inequalities. Bengski68 (talk) 09:33, 21 June 2016 (UTC) The theorem statement...

in 1922, Hilbert responded to his former student's [Weyl's] desertion as if to treason: " 'What Weyl and Brouwer are doing amounts in essence to taking...

summaries giving detailed explanations. The classical material of Cartan, Weyl and Eisenhart has been summarised from the WP:RSs of Spivak and Nomizu &...

independent of the subject matter to which they are applied. Quoting from Weyl 1946, "According to his view and reading of history, classical logic was...

up. Half the people on it were merely suspected of espionage. Nathaniel Weyl was not even suspected. Joegoodfriend (talk) 04:58, 30 October 2012 (UTC)...

This decomposition also seems to be called the Helmholtz–Weyl decomposition or even just the Weyl decomposition, and is a special case of the de Rham-Hodge-Kodaira...

and inex oriented intos use R. See Curvature of Riemannian manifolds and Weyl curvature. Also if you do not use index notation it has no sense to use R...

construction. The sources I use are Mehmet Koca's work with quaternions and Weyl Orbit group theory and of course Eric W. Weisstein at MathWorld. Both of...

by Paul Dirac,[15] David Hilbert,[16] John von Neumann,[17] and Hermann Weyl,[18]] – was it really only these four? — Preceding unsigned comment added...

better to describe the Riemann tensor as being made up of two bits: the Weyl and Ricci tensors; then possibly mention the physical significance of each...

demonstration of Lorentz invariance of some aspect of spin, e.g. either weyl or dirac eqn. More about Casimir operators, e.g. that mass is invariant....

September 2011 (UTC) The notion of gauge symmetry (scale symmetry) came from Weyl, he tried that first on Einstein theory but failed. Later, he tried a complex...

Hi, decided to separate this article out. Defintely worthy of an article on its own, not so? Ema--or (talk) 00:28, 16 December 2016 (UTC)...

about the "incompleteness" attribute stated on the temporal/Hamiltonian/Weyl gauge. Given that one can always perform a gauge transformation that takes...

and Weyl tensor can be constructed from it. The Ricci and Einstein tensors measure two closely related notions of average curvature, while the Weyl tensor...

Explicit formulas added for Weyl spinor and bispinor (Dirac spinor) Lie algebra reps at the bottom of the article in Weyl spinors and bispinors. YohanN7...

into particle. There is zero consensus to add uberspecialist concepts like Weyl fermions to a broad concept article like particle. Headbomb {t · c · p ·...

Hermann Weyl- Macmillan's Encyclopedia of Philosophy, 1973, v.8, page 286. Cited as a philosopher of science and p. 287 has a bibliography of Weyl's works...

Uncertainty Principle) but not absolutely clear - for instance, there is the Weyl Tiling conjecture (and the isotropy of space) which would appear to be difficult...

have to do a little work to make them consistent. Geometric quantization (Weyl-Maslov-Hormander-Voros-Guilleman-Sternberg Quantization) might be another...

to the Stoney scale and its physical significance, excepting of course Weyl's failed theory.Lucretius 05:25, 18 January 2006 (UTC) Wikipedia says in article...

The link to discrete space in the first line is inappropriate as the article is about the physical space while the link is about discrete topological spaces...

Google Scholar easily finds good sources for this term, such as by Hermann Weyl: [8]. So it is in use. As for whether it is "correct": closure is used in...

of Weyl is poorly explained, sometimes with only two or three words. (It is not that thing with making a rep of a finite/compact group unitary. Weyl himself...

exception of the last sentence which I think is a misinterpretation of Weyl's comment), rather I'm looking for a broader framework in which the current...

August 2025 (UTC) When W is an affine Coxeter group, the associated finite Weyl group... These two terms should be defined for the reader. Gramix13 (talk)...

October 2009 (UTC) These are the right-handed Weyl spinors in two-dimensions. For the left-handed Weyl spinors, the representation is via γ ( ϕ ) = γ...

Various foundational things happened at that time (Brouwer, Weyl, Hausdorff I suppose); Weyl's book on Riemann surfaces (c.1913 IIRC) is a locus for an 'abstract...

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Funkhouser (Funkhouser 2006). He found that the coincidence was, as predicted by Weyl, Eddington and Dirac, the result of implicit physical connections, thus validating...

Why is the Weyl Tensor (or its simplification of differentiating Newton's force law equation) necessary? —Preceding unsigned comment added by 208.242.126...

tasks for expert: write and link to articles on ADM formalism, explain hyperslices and evolving geometry therein, write and link to articles giving explicit...

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forms – V. J. Katz The topological work of Henri Poincaré – K. S. Sarkaria Weyl and the topology of continuous groups – T. Hawkins By their fruits ye shall...

index-loaded one here, go to the website http://www.earningcharts.net/ipm/ipmWeylP.htm and calculate the examples, it is easy. — Preceding unsigned comment...

Nathaniel Weyl. 1960. Red Star Over Cuba. page 3. OOC:60-53203. Nathaniel Weyl. 1960. Red Star Over Cuba. pages 3-5. OOC:60-53203. Nathaniel Weyl. 1960....

the whole ****anti-Cantorian**** movement in modern mathematics: Poincare, Weyl, Brouwer and the Dutch school of intuitionists, and, more recently, Bishop...

the Weyl's tile argument, that indeed in several publications has been discussed in relation to the Planck units. There is a page already on Weyl's tile...

September 2008 (UTC) This sounds like Weyl's position which I was just reading about. I personally am very curious whether Weyl changed his mind and why he said...

the end of the 1920's it was referred to as Gruppenpest, so Wigner (and Weyl) weren't very successful in their popularizations.😢 P.wormer (talk) 16:33...

to large numbers. This prevents the duplication of content. I've included Weyl and Dirac so that Eddington doesn't cop all the attention. Melchoir evidently...

An example is "For a differential rings R there is an embedding of the Weyl algebra in the ring of pseudodifferential operators R ( ( ∂ − 1 ) ) {\textstyle...

23:30, 25 August 2007 (UTC) Recently, content was added citing Weyl and Possony. Nathaniel Weyl was an American economist and Stefan Thomas Possony was an...

makes logically more sense for it to be in the former, not the latter. 2.2 (Weyl theory): Two sentence section. Moved any relevant info later down the page...

is always good. The simplest nonabelian case is listed in See Also:Peter-Weyl theorem. Maybe the main body of the article can say something about that...

and mathematics, and I have read primary texts from Aristotle to Herman Weyl and never once seen a reference to any inca text. And even outside of that...

statements in the current version are particular to the self-adjoint case: Weyl's definition of the spectrum: λ lies in the spectrum if and only if T - λ...

relativity can be applied in different ways. For example, back in 1918, Herman Weyl attempted to calculate the following: If a hollow sphere of mass, say about...

Weyl's gauge theory of gravitation, was immediately shot down (on a postcard) by Einstein himself,[citation needed] who pointed out to Hermann Weyl that...

truth (the action is not invariant during Galilean transformations). As Weyl pointed out, it was Minkowski who gave SR a respectable ontology. The original...

end Eckener was living in Constance with his daughter. In 1945 Johannes Weyl and Eckener co-found the Südkurier regional newspaper and Eckener starts...

3 March 2021 (UTC) Gah4 Does it work if we explain it based on Hermann Weyl's achievements? Perhaps it is also useful for several complex variables. I'm...

is not explained. Deltahedron (talk) 08:24, 18 April 2014 (UTC) It is the Weyl basis in the Gamma matrix article, the introduction to this one, statutorily...

understanding of the sources used for the first hooks, it's the sentence By Weyl's theorem on complete reducibility, every finite-dimensional representation...

coordinate dependent Pseudo-tensor. Everyone else who was active in relativity (Weyl and Schroedinger among others) criticized Einstein on the grounds that the...

conjugation operator *. It is similar but not identical to the construction of a Weyl algebra and a Clifford algebra. The difference is only that a skew-symmetric...

used, but firstly there seems to be a reference (in the "Explicit formulas: Weyl spinors and bispinors" section) to equation G1, which doesn't exist. I'm...

contrast to the approximately 25 million victims of Nazis." [11] Nathaniel Weyl wrote of political aristocide that "In modern times, the outstanding instances...

used for a diagram depicting implications among the Petrov types of the Weyl tensor. I would also add, that since they are more commonly called by only...

...

inadequate to describe gtr. (Pedantic note: in the Bach-Weyl vacuum, a special case of the Weyl family of all static axisymmetric vacuum solutions, one...

Lifshitz: "Motion in a centrally symmetric gravitational field" (p. 306) Weyl: "Problem of one body in a radially symmetric, static field" (p. 252) Pauli:...

Weyl equation. At the end of the day, the main difference between the two equations is the number of solutions: 4 for Dirac equation and 2 for Weyl equation...

here: this book review sketches out the history, back to the 1930's, Hermann Weyl and Einstein himself, and the recognition of these ideas in the late 1950's...

(mostly German) literature which you will find are accessible via the Houben-Weyl and Storr/Gilchrist references I have provided. BUT you must drill down to...

Coxeter groups, but none of our articles on Coxeter groups (Coxeter group, Weyl group, Reflection group, Dynkin diagram, Coxeter diagram) seem to mention...

(UTC) In particular, the heart is really a spiral of muscle (see Hermann Weyl's book on Symmetry; thus the heart in Situs inversus may be also a inverted...

Weyl equation. At the end of the day, the main difference between the two equations is the number of solutions: 4 for Dirac equation and 2 for Weyl equation...

duality. Maybe the representation theory part has something to do with Schur–Weyl duality? —David Eppstein (talk) 22:46, 11 March 2009 (UTC) The transpose...

Coxeter groups, but none of our articles on Coxeter groups (Coxeter group, Weyl group, Reflection group, Dynkin diagram, Coxeter diagram) seem to mention...

mathematicians) Cantor applied the mathematics of finite sets to infinite sets (Weyl) Cantor built a theory which can be proven true when our domain of discourse...

1922 in Hamburg, where he criticized intuitionism re his former student Weyl the convert to the dark side of Brouwer's intuitionism, etc.: "He proposed...

noticed are orientation entanglement, belt trick, spinors in three dimensions, Weyl-Brauer matrices (which is presumably the same thing as Higher-dimensional...

emergent symmetry that is anomalous (for example the chiral U(1) symmetry for Weyl fermions prevents gapping because it is anomalous). The interaction must...

general Affine / Weyl-Cartan ("geodesic lightcone") / Weyl (zero torsion) / Riemann-Cartan (zero Weyl vectorfield) / Riemann (no torsion, no Weyl) / Minkowski...

page in the book again, am I missing something? I'm obviously aware of Weyl's dislike of Fokker, but the statement did need a cite. Incidentally, my copy...

apply.JFB80 (talk) 19:45, 25 May 2013 (UTC) (Later) I have been browsing Weyl’s “Space, Time, Matter” which makes affine geometry very understandable by...

always plus or minus one). You point out that light (less than the W mass) Weyl neutrinos of all generations contribute to these couplings, this is what...

added by 71.30.178.176 (talk) on 04:30, 1 March 2008 (UTC) The author of the Weyl geometry based explanation has posted on arxiv a correction of his previous...

article on the Neugebauer/Meinel disk solution, and write articles on the Weyl and Ernst families of vacuum solutions. We'll see. --Chris Hillman Chris...

charts, Doran chart (generalization of Painleve chart), Plebanksi chart, Weyl canonical chart, the original Kerr chart, etc., and the coframes can be written...

 359–360. ISBN 9780070043305. {{cite book}}: ISBN / Date incompatibility (help) Weyl, Hermann (1923). Raum Zeit Materie. Berlin: Springer-Verlag. p. 101. Clifford...

theory is to think of global time and space separately - the theory assumes Weyl's postulate, which states that this is possible. Thinking in this way, space...

These are certainly correct (with one exception: it is possible that the Weyl reference for gauge invariance needs to be pushed back to a 1919 paper, in...

Dirac spinor is a bispinor-valued wave function! If we understand spinors as Weyl spinors ( C 2 {\displaystyle {\mathbb {C} }^{2}} ), then a "spinor wave function"...

do something about the Hermann Weyl page, and here we have the other side of the story, i.e. the resistance to what Weyl was preaching. Charles Matthews...

This list is intended to collect references thought to be relevant for the article. Delete entries only when they are blatantly and obviously inappropriate...

and copyedited it, but it is anodyne and obvious... I have not seen the Weyl book adduced by the original author, but I trusted it is OK. In any case...

2009 (UTC) Any fact Weyl has pointed out can be confirmed by any source on the subject. In case you you don't like the fact that Weyl calls the mass killings...

following discussion has been closed. Please do not modify it. See Nathaniel Weyl, "Karl Marx, Racist", 1979. See http://www.wnd.com/2006/06/36692/ — Preceding...

homogeneous space, of which affine curvature is a special case, can be found in Weyl (1938) and Cartan (1937). siℓℓy rabbit (talk) 18:57, 30 August 2008 (UTC)...

equation follows in addition to other equations that may hold, like the Dirac, Weyl, Proca, and more generally, the Bargmann-Wigner equations. The result holds...

Directors, The Directory of Medical Specialists and the like and calculated by Weyl (1989). Five, the small difference of 1.4 IQ points between the non-Jewish...

Directors, The Directory of Medical Specialists and the like and calculated by Weyl (1989). Five, the small difference of 1.4 IQ points between the non-Jewish...

orders of magnitude weaker than the electrostatic attraction between them. Weyl (1919) was puzzled that the electromagnetic force is 1039 stronger than the...

the initiative. Reports by Cleaver, Stambler, and Weyl represented the critical point of view. Weyl’s critical survey of theories closed with praises for...

lot of confusion by saying that the Weyl fermion is "the most basic building block of all electrons"? (The Weyl fermion has been found) He's definitely...

2010 (UTC) Anyone care to explain Gosset lattice, the early days of the Weyl group, whether Elie Cartan was the first to call this E8, and other bits...

meanings. I see "distortion" loosely used in discussions of tidal effects (Weyl curvature), the distortion of congruences (optical scalars), in discussions...

Chambers, with no explanation. In 1953, former Communist party member Nathaniel Weyl, the only other person to independently corroborate Chambers' story about...

for all observers. Minkowski space is a pseudo-riemannian metric with what Weyl called a "negative" time dimension. It is this negative dimension that gives...

Hilbert, Bernhard Riemann, Gottfried Leibniz, Karl Weierstrass, Hermann Weyl, Felix Klein and Emmy Noether. Germany has been the home of many famous inventors...

mass m {\displaystyle m} ) was introduced by the German theorist Hermann Weyl in his Gravity and Electricity (1918). This value follows directly from the...

historical attempts by Kaluza, Pauli, Klein, Einstein, Mayer, Eddington and Weyl. It proceeds to the correct unification of general relativity and Maxwell’s...

user is most likely to already know something. Someone who knows what a Weyl algebra is (for instance) would probably not need ring examples. These advanced...

15 (11): 1553–1565. doi:10.1101/gr.4326505. PMC 1310643. PMID 16251465.) Weyl, Nathaniel (1969). "Some comparative performance indexes of American ethnic...

jet invention. The article, "Without Visible Means of Support" by A. R. Weyl, mentions Coanda in passing as the inventor of a "ducted-fan-propelled aeroplane"...

for each of their references. A. For "Influences" Foucault Monod Hermann Weyl Clastres see below "The authors invent new formal concepts out of the sciences...

Levi-Civita connection decouples into the Weyl spin-connection on irreducible homogeneous SL(2,C)-bundles (Weyl spinors), which is in turn related to the...

fields are assumed commuting/bosonic variables, (like the Dirac field, the Weyl field, the Rarita-Schwinger field) are fermionic and so, when trying to get...

remembering that the first person to write down manifold-type axioms was H. Weyl in his book "The idea of a Riemann surface". So the example of a complex...

proportion of hits on the interval tends to the 'expected' value. Hermann Weyl proved a basic result showing that this was equivalent to bounds for exponential...

simplex is the intersection of the cube with a Weyl chamber, so 48 agrees with the formula for the Weyl chamber count for C3: 2 3 ∗ 3 ! {\displaystyle...

"Dirac fields". Fradkin; mentions the word "bispinor" twice, but to refer to Weyl spinors, not Dirac spinors (page 20)! Schwartz: mentions the word "bispinor"...

J\"urgen Moser, Stable and random motions in dynamical systems, [Hermann Weyl lectures (1973), the Institute for Advanced Study Annals of Mathematics studies...

x[{\overline {f}}f'+{\overline {f}}'f]} , which the view taken in appendix I of Weyl (1931) "The theory of groups and quantum mechanics". Also, it is the unique...

standard language in mathematical physics (cf the classic books of Wigner and Weyl). I've given that basic definition: the WP:ONUS now is on you to navigate...

Sarahcroft (talk) 08:19, 6 August 2010 (UTC) Upon mature reflection, Hermann Weyl concluded in an essay in the 1950s that, to his dismay, neither mathematics...

random paragraph: Overall, the fourth dimension contains five fundamental Weyl groups that form a finite number of uniform polychora: [...] accompanied...

we can go through them all if you want. I think, though, that mentioning Weyl's postulate and the three fundamental assumptions gives the framework needed...

real numbers as ‘Dedekind cuts’. On page 22 of ‘Das Kontinuum’ by Hermann Weyl (1918) we read: ‘under a real number @ (read : alpha) we understand the set...

show up as related to the eigenfunctions of the ideal that generates the Weyl algebra. -- linas 8 July 2005 19:19 (UTC) A very good reference is The Lerch...

encode merely positive frequency chosen by Schroedinger and also by Dirac. Weyl did not understand this in 1931. He wondered about PCT-symmetry. One has...

whatever) algebra topic with the word "fundamental" in it are the fundamental Weyl chambers of Lie groups. Finally, there is something called a relative invariant...

Pythagoras' theorem before reading this article. It included a referece to Weyl's famout book, Space, Time, Matter in which he describes SR as an extension...

symmetry in translation as well changes in perspective. He quotes Hermann Weyl: "a thing is symmetrical if one can subject it to a certain operation and...

two-dimensional quantum supergravity with weyl invariance in 2 dimensions - this is the theory on the worldsheet. The weyl invariance is gauged, and is anomalous...

section on helicity, but decided to blend it into the discussion on the Weyl/Dirac equations, which was silly because it is out-of-context there. For...

al.), the Logicists (Whitehead-Russell); "constructivists/intuitionists" (Weyl, Poincare, Brouwer); cf Dawson 1997:48-49 and footnote 5 p.49. 1910-1925:...

of the changes that I made, so here we go: I removed the references to Weyl's postulate since it is only peripherally related to the subject matter, and...

presence of mass-energy-momentum, via Lanczos tensor potential for Weyl tensor, Weyl indirectly couples to mass-energy, local versus global isometries...

1930s (see Weyl-Brauer matrices). Silly rabbit (talk) 15:53, 7 February 2008 (UTC) I am not a specialist ! Of course I do not know the Weyl-Brauer matrices...

unmentioned pioneers (Frege, Cantor, Dedekind, Zermelo, Brouwer, Hilbert, Bernays, Weyl, Ackermann). I'd suggest settling on the time between Frege's Begriffschrift...

publishing papers in J. of Algebra, Ill. J. of Math., ... on Clifford- and Weyl algebras and their unifications, it never came to my mind, that free means...

Intelligence: International Comparisons". In R. T. Osborne, C. E. Noble and N. Weyl (ed.). Human Variation: The Biopsychology of Age, Race, and Sex. New York:...

his crew on one side, and Brouwer and his disciples (including his student Weyl) (the finitistics) on the other. If the law were to be abandoned, e.g. Turing's...

one of the four components in terms of the other three. In fact, in the Weyl gauge one of the components (the voltage) is eliminated completely. JRSpriggs...

married to Annemarie Bertel who had a long time relationship to Hermann Weyl. How does tolerating that relationship fit together with being a "male supremacist"...

Analytic torsion and the Weitzenbock identity. Torsion of Cartan connections. Weyl geometries and projective connections. Silly rabbit 16:12, 8 June 2007 (UTC)...

Directors, The Directory of Medical Specialists and the like and calculated by Weyl (1989). Five, the small difference of 1.4 IQ points between the non-Jewish...

definition can be derivated from an intuicionist mathematician (Poincaré, Weyl? I don't know), so it is the view of a little community, so-so pov. Gubbubu...

article in Applied Optics which lays out the situation pretty clearly, and to Weyl's 1922 book. (Looking into it, however, the author of the blog post is a wiki-notable...

only State Department material. To not note these problems is dishonest. If Weyl coroborates this, then I suggest you quote him to that fact, instead of merely...

R. Basler, et al,(1953) Collected Works , vol. V, pp. 370-375; Nathaniel Weyl and William Marina (1971), American Statesmen on Slavery and the Negro pages...

complex components, for 8x8 real components; likewise, a 4x4 matrix for Weyl spinors, because the involution K : x + i y ↦ x − i y {\displaystyle K:x+iy\mapsto...

correspondences with the astronomer Willem de Sitter, and the mathematicians Herman Weyl and Felix Klein, Einstein agreed that it is unclear whether the theory of...

spaces was incorrect to speculate that the abstract spaces were invented by Weyl in 1931. I have corrected the page to cite the 1929 paper in which von Neumann...

Castro. Suggested reading for an account of the Bogota uprising: Nathaniel Weyl, 'Red Star over Cuba' This would also put to rest the question whether it...

professor and had collaborators some of the leading mathematicians like Hilbert, Weyl, Noether, and Levi-Civita. In another arXiv article G. G. Nyambuya makes...

project. --Bduke 09:19, 22 April 2006 (UTC) Science of Synthesis: Houben-Weyl Methods of Molecular Transformations, D. Bellus, E. N. Jacobsen, S. V. Ley...

Beae (talk) 22:47, 7 July 2026 (UTC) https://www.mdpi.com/2227-7390/6/1/6 Weyl and Marchaud Derivatives: A Forgotten History is also related. Perhaps suitable...

which itself is quantized in unit "voxels" of h3). In fact, if you look at Weyl quantization you can get a hint of the idea that any quantum mechanical system...

integer form (so that the multiplication by k is invertible modulo-232; see Weyl sequence), an operation which is not easily achieved in a compile-time computable...

tiefsinnigen Untersuchungen von Weyl und die an immer neuen Ansätzen und Gedanken reichen Mitteilungen von Einstein. Indes sowohl Weyl gibt späterhin seinem Entwicklungsgange...

Theory of Relativity, by H.A. Lorentz, A. Einstein, H. Minkowski, and W. H. Weyl, is part of Fortschritte der mathematischen Wissenschaften in Monographien...

broken links to one or more target anchors: [[Spinor#Weyl spinors|Weyl spinors]] The anchor (#Weyl spinors) has been deleted. [[Exterior algebra#The interior...

what gauge theory is but nothing about its history. What gave rise to it? (Weyl's mathematical model?) Who was involved in its development and application...

Space is Discretised might Possibly be of importance when considering the Weyl Tiling Argument. It seems to me that the standard deviation COULD be associated...

another source: Weyl, Nathaniel, Karl Marx, racist (1979)Jimjilin (talk) 05:41, 10 December 2014 (UTC) You do realise that Nathaniel Weyl was himself a...

Evidence" section are the following sub-sections: Testimony by Bullitt and Weyl Fake typewriter hypothesis Soviet archives Noel Field Venona and "ALES" Oleg...

the president of the British Mathematical Association: Zeno, Aristotle, Weyl and Shuard: Two-and-a-Half Millenia of Worries over Number): ...if the construction...

end (See for example Roger Penrose and the Weyl curvature hypothesis for one viewpoint-- why is a zero Weyl curvature tensor baked-into General relativity...

coordinate description of curvature tensor, but defining Ricci curvature and Weyl curvature is too much. Tosha 09:35, 6 January 2006 (UTC) A quick glance at...

Something on the link with the Clifford and Weyl algebras would be good (cf. also the see also's). Geometry guy 16:03, 16 September 2008 (UTC)...

minimal coupling with parity inversion symmetry (without the latter the Weyl equations arise). Dirac spinors have spin 1⁄2, they don't predict it. Paraphrased...

bundles are indeed called spinors. For instance, in relativity theory the "Weyl spinor" is an element of the symmetric tensor product of four copies of an...

went beyond removing AC, proposed replacing set theory with other systems. Weyl, Brouwer, Bishop, etc. Category-theoretic objections: importance of canonicity...

of Einstein and coworkers, plus the analogous work published by Hermann Weyl and others. It's described on pages 288–291 of the Abraham Pais biography...

yourself. However, wikipedia is not a textbook and this is not an article on weyl algebras, so I figured it was better to stick with the cite. Somehow the...

you already know about such things, this is the standard presentation of Weyl spinors in relativity theory, just one dimension lower (and real instead...

[[Generalizations of Pauli matrices#A non-Hermitian generalization of Pauli matrices|Weyl–Heisenberg group]] The anchor (#A non-Hermitian generalization of Pauli matrices)...

do cite: Heinig, H. P. and Smith, M. (1986). Extensions of the Heisenberg-Weyl inequality. Internat. J. Math. Math. Sci. 9, 185-192. MR 87i:26013. --Steve...

algebras but no printed source mentions that; am I mistaken? I've chanced on Weyl algebras but don't know how to describe them concisely.132.181.160.42 08:17...

most illustrious applied mathematicians of all times jointly with Newton, Weyl, Hamilton, Gauss, poincare, Euler, Archimedes, Euclid, and Liebniz. Honors...

a Newtonian gravitational field, and then use these to write articles on Weyl vacuums in general relativity, relativistic multipole moments, and so forth...

A. Bisson Jack Fahy Charles Flato Jane Foster Mary Jane Keeney Nathaniel Weyl Lauchlin Currie, Administrator Frank Coe, Assistant Administrator Bela Gold...

September 2010 (UTC) This article from Flight, 24 June 1955, article by A. R. Weyl entitled "Without Visible Means of Support" mentions Coanda's invention as...

Directors, The Directory of Medical Specialists and the like and calculated by Weyl (1989). Five, the small difference of 1.4 IQ points between the non-Jewish...

can approach the same question also in opposite direction", from Hermann Weyl's ICM lecture, to be suggesting that a converse statement was about to be...

Chris Howard introduced various links including the massless case (the Weyl equation - which wasn't even mentioned before), others did technical fixes...

H. Weyl generally supported Cantor, while admitting that "at the furthest bounds of set theory, some contradictions did show up." —Preceding unsigned comment...

Burrows’ key 1936 experiment to delineate between Sommerfeld’s 1909 theory and Weyl’s 1919 theory of radiowave propagation.  Burrows (Bell Labs) used a simple...

the same time is bound to fail. Ignore if obscure: it is at the heart of Weyl quantization.) Concerning the condescension, well, Heisenberg directly all...

set the record straight, as Whittaker Chambers, Louis Budenz, Natheniel Weyl and a host of others did. In this sense, his character is no different than...

(talk) 09:59, 26 March 2011 (UTC) It's not abstract at all. Take a look at Weyl’s marvellous book “Space, Time, Matter” which makes affine geometry very understandable...

the foundations of Mathematics in the 1920's mention Bourbaki, and only Weyl of the names associated with Bourbaki is mentioned. The article about Bourbaki...

Hiss's work at Yalta was confined to the U.N. 4. The testimony of Bullit and Weyl seems unimportant to the case against Hiss. 5. Nixon is quoted out of context...

Tolman–Oppenheimer–Volkoff equation) Reissner–Nordström Axisymmetric: Kerr (Kerr–Newman) Weyl−Lewis−Papapetrou Taub–NUT van Stockum dust discs Melvin Others: pp-wave Ozsváth–Schücking...

sure what link(s) can be useful here. Equivalently, this is a "(bi-graded) Weyl symmetrization" ... I assume that the bi-grading refers to the Gerstenhaber...

electron wave function and its electromagnetic properties. It was Herman Weyl who first understood this? I suppose once I get clarification I can write...

explain relation to harmonic expansion of potential, explain Newtonian, Weyl, and relativistic multipoles, cite Stephani's textbook and other sources...

have to be verified) that most scientists take Carnap's view, but some like Weyl, who are Platonists, believe that all science is about discovering the Platonic...

deal with this guy? -lethe talk + 05:25, 1 February 2006 (UTC) The link to Weyl's theorem currently leads to a disambiguation page. Someone with more knowledge...

appeared in 1927. By this time Russell had digested Hilbert and Bernays and Weyl and Brouwer, he'd read Sheffer's work (1921) and Wittegenstein's Tractatus...

away from a very complex "natural chemical"? Second, there is the "Houben-Weyl" conundrum: losing readership via the oddity of organization that might have...

(in fact it has been used practically exclusively with the exception of Weyl's book Gruppentheorie und Quantenmechanik). It is known under one or other...

itself is global. In the context of general relativity, the assumption of Weyl's postulate is that a favoured reference frame in space-time can be decided...

Magdoff, unlike Whittaker Chambers, Elizabeth Bentley, Louis Budenz, Nathaniel Weyl, et al, never broke with the Party and remains to this day unrepentent; (6)...

mentioned - notably Albert Einstein, Werner Heisenberg, Max Born, and Hermann Weyl - spent much of their career outside Germany. On this note, I think in order...

by Paul Dirac,[15] David Hilbert,[16] John von Neumann,[17] and Hermann Weyl,[18]] – was it really only these four? — Preceding unsigned comment added...

sub-category for Lowenthal, like the ones for the Soviet archives, Venona, Weyl, Field, etc. As a start, I will try identifying Lowenthal and the statements...

Tensor analysis is found in English in 1922 in H. L. Brose's translation of Weyl's Space-Time-Matter: "Tensor analysis tells us how, by differentiating with...

always an impoverished version of the original pre-mathematical insight, as Weyl put it. Tkuvho (talk) 16:27, 1 February 2012 (UTC) Sorry to keep pointing...

bend over backwards just to define a connection in a general vector bundle. Weyl (and a lot of the earlier work of Chern) uses gauges and gauge transformations...

the Institute of Advanced Study, not four. viz., Einstein, Von Neumann, Weyl, Veblen, and Alexander. --Dominus 04:56 Apr 20, 2003 (UTC) See John L. Casti's...

tiefsinnigen Untersuchungen von Weyl und die an immer neuen Ansätzen und Gedanken reichen Mitteilungen von Einstein. Indes sowohl Weyl gibt späterhin seinem Entwicklungsgange...

of 1936. We know that only two persons requested offprints. Even Hermann Weyl, who had been a most prominent member of Hilbert’s inner circle and a main...

It would be convenient to have a quick method of detection whether an extra special group was of positive or negative type. The article currently suggests...

Sons, 1915 [9] "Philosophy of Mathematics and Natural Science", Hermann Weyl, English Translation, Princeton University Press, 2009 [10] "What is mathematics...

Ramsey succeeded in attaining the logicistic goal constructively." (p. 45). Weyl 1946 blows it off, saying if you [are silly enough to] accept logicism then...

and relativistic field theories, including Einstein, Pauli, Sommerfeld, Weyl, Landau & Lifshitz, Feynman, and Steven Weinberg as well as many standard...

However, I don't think we can suggest that a topic that interested Dirac, Weyl, Eddington has little importance just because the effect is small. That is...

136*136 Anyone who knows enough C++ to understand that code probably doesn't need it to be here. In any case, I don't think it is Wikipedia's place to...

fundamental secondary source for Marx's racism and anti-Semitism is Nathaniel Weyl, Karl Marx: Racist (New Rochelle, N.Y.: Arlington House, 1979)." Looks like...

in the article, including quotes and discussion from Polya, Veronese, and Weyl "mathematics is an activity rather than a doctrine" (p. 228). I argue that...

some aspects of this fourth column, for example in his lectures about the Weyl curvature hypothesis. --Ancheta Wis (talk) 02:45, 7 March 2008 (UTC) The...

eventually, will compare this simple observation with more challenging case of Weyl vacuums and so forth, link to background on extrinsic curvature tensor and...

Fields, 4th ed., Pergamon Symon KR (1971) Mechanics, 3rd ed., Addison-Wesley. Weyl H (1952) Space-Time-Matter, Dover. The following two textbooks mention "relativistic...

whether the symmetry exists. A beautiful exposition along these lines are H. Weyl's Space, Time, Matter and The Theory of Groups and Quantum Mechanics. Brews...

My Google skills fail me. Does anyone have a link to the 1915 paper in English (e.g., a PDF)? I just heard an interview on episode 13 of the Scientific...

paradoxes/Archive 8#Buddhist Doctrine of Momentariness herman weyl 1 Talk:Zeno's paradoxes#herman weyl Remove the distance vs. time graph in § Achilles and the...

Synthesis of Peptides and Peptidomimetics, Ed. M. Goodman and G. Herrman, Houben-Weyl, Vol 22Eb, Georg Thiem Verlag, New York (2002) pp. 715–738, (written and...

principle/Archive 2#Observer Effect Gabor-Weyl Uncertainty Principle 2 Talk:Uncertainty principle/Archive 2#Gabor-Weyl Uncertainty Principle Big rewrite 1 Talk:Uncertainty...

tiefsinnigen Untersuchungen von Weyl und die an immer neuen Ansätzen und Gedanken reichen Mitteilungen von Einstein. Indes sowohl Weyl gibt späterhin seinem Entwicklungsgange...

Schwarzschild’s work, but it is actually due to J. Droste and, independently, H. Weyl, while it has been ultimately enabled like correct solution by D. Hilbert...

the contributions made by Marcel Grossmann, Tullio Levi-Civita, Hermann Weyl, Felix Klein, Emmy Noether, and a number of other mathematicians. See http://www...

Plebański, Andrzej Krasiński, defined page 18 Space, Time, Matter by Hermann Weyl, defined page 109 Advanced Mechanics and General Relativity by Joel Franklin...

under hot debate, and well before the proper definition of frame in GR (Weyl 1929) will really help resolve the issues. Since that text was written our...

Parabolic subgroup Projective group Simple group Quasisimple group Special linear group Symmetric group Thompson group (finite) Tits group Weyl group...

to the next generation, you find that the breadth of someone like Hermann Weyl is perhaps not quite the same thing (though very impressive, actually). John...

Proposed change Physical Meaning of the Stoney Mass The theory of H. Weyl, adopting the Stoney length to serve as representative of gravitational unit...

1, 2, 3, . . . can be written in the form 0’, 0’’, 0’’’, . . .” (p. 467) Weyl (1927), Comments on Hilbert’s second lecture on the foundations of mathematics:...

the essential ideas of which hark back to unified field theory work by Weyl, Eddington, and others that probably would not have progressed as far without...

been alive he would have put the Hawkings radiation to rest as he did with Weyl, in a single letter. The doubts on Hawking's radiation are very extended...

numerology. Dirac was sometimes more mathematical than scientific. So was Herman Weyl. So were many others. Accusing any of them of numerology would be an abuse...

mathematics he was mostly responsible for were put to use by his students (Weyl, Courant and von Neumann) and others in important ways for modern physics...

non-mathematical applications, ideally picturesque ones, along the lines of Hermann Weyl's popular book, Symmetry. For example, you might have a subsection on symmetry...

James Joseph Sylvester (1814-1897) , Erhard Schmidt (1876-1959), and Hermann Weyl (1885-1955)......". Stewart wrote..... "The subsequent history is one of...

relativity that impressed the well-known mathematician and relativist Hermann Weyl." - Great physicists: the life and times of leading physicists from Galileo...

from WKL0 which I think is even weaker. ACA0 is basically the system of Weyl's "Das Kontinuum" according to Feferman. Warning: what follows after this...

literature at least since the work in the 1930s of Cartan (and possibly Weyl). I believe also Chern's 1951 mimeographed notes on differential geometry...

Weyl spin-orbit coupled system...

has to be everwhere at once. What you assume is essentially the same as Weyl's principle that the nebulae lie on a pencil of geodesics diverging from a...

Weigand|de (1862-1949) Carl Weigert/Karl Weigert (1845-1904) Eric Weil* Hermann Weyl Not Jewish. Wiki entry says wife was Jewish, he wasn't. Henri Weil - Jewish...

granddaddy of all formal physical principles, gauge invariance, which began with Weyl's unified theory. So the formal type of thinking has been essential. But the...

have no comprehension of the history, for example that relating to Hermann Weyl. More could be said about Hilbert's final years, clearly. But cutting out...

future: Khosa, Dumisani; South, Josie; Cuthbert, Ross N.; Wasserman, Ryan J. & Weyl, Olaf L.F. (18 November 2019). "Temperature regime drives differential predatory...

or were conservative middle of the roaders (ie. Steven Levitsky and Glen Weyl “We are lifelong Zionists. Here’s why we’ve chosen to boycott Israel.” Washington...

fact that Lorentz boosts are non-Abelian. Hence we arrive at the Dirac or Weyl representation of spinors for a relativistic theory, which reproduces our...

identically zero. The next example is 2d Fermions. Look at a free chiral majorana Weyl Fermion in 1+1d with coordinates (t,x). This is a single real grassman field...

assumption which is taken to be always true. We need to refer to Hermann’s Weyl’s statement regarding infinite set theory: … classical logic was abstracted...