breaks in two steps: Functorial desingularization of marked ideal of dimension n − 1 implies functorial desingularization of marked ideals of maximal order...

subsets of E {\displaystyle E} . The Drinen-Tomforde Desingularization, often simply called desingularization, is a technique used to extend results for C*-algebras...

the approximation property Popescu, Dorin (1985). "General Néron desingularization". Nagoya Mathematical Journal. 100: 97–126. doi:10.1017/S0027763000000246...

40.5.901 Aroca, J. M.; Hironaka, Heisuke; Vicente, J. L. (1977). “Desingularization theorems" Memorias de Matematica del Instituto. Hironaka, H. (1991)...

dimension of a desingularization. Due to the birational invariance this is well defined, i.e., independent of the choice of the desingularization. A basic conjecture...

the problem of combining the local uniformizations into a global desingularization. Local uniformization of a variety at a valuation of its function...

including the charge simulation method, the superposition method, the desingularized method, the indirect boundary element method and the virtual boundary...

closed field of characteristic zero, repeated Nash blowing-up leads to desingularization after a finite number of steps. Both of the prior properties may fail...

effectively reduces their study to the corresponding study on the desingularization, together with information about multiples of the exceptional divisors...

Helv. 67 (1992), 514–545. E. Bierstone and P.D. Milman, Canonical desingularization in characteristic zero by blowing up the maximum strata of a local...

meshless method (RMM), also known as the singular meshless method or desingularized meshless method, is a meshless boundary collocation method designed...

from the original (PDF) on 20 October 2018 Chan, Yat-Ming (2004), Desingularizations of Calabi-Yau 3-folds with a conical singularity, arXiv:math/0410260...

Drinen, he is co-creator of the Drinen–Tomforde desingularization, often simply called desingularization. With Gene Abrams, Tomforde has formulated the...

{\displaystyle Z_{r}=\{(A,W)\mid A(k^{n})\subseteq W\}} , which is a desingularization of Y r {\displaystyle Y_{r}} (over the open set of matrices with rank...

ISBN 978-3-540-06657-6, MR 0352279 Steinberg, Robert (1976), "On the desingularization of the unipotent variety", Inventiones Mathematicae, 36: 209–224,...

Mathematics. Retrieved 2018-02-19. Popescu, Dorin (1986). "General Néron desingularization and approximation". Nagoya Mathematical Journal. 104: 85–115. doi:10...

Heisuke; Vicente, José Luis (3 November 2018). Complex Analytic Desingularization. doi:10.1007/978-4-431-49822-3. ISBN 978-4-431-49822-3. Bloom, Thomas;...

Vol. 29. American Mathematical Society. Lipman, Joseph (1978). "Desingularization of Two-Dimensional Schemes". Annals of Mathematics. 107 (2): 151–207...

only smooth normal crossing singularities. They appear in strong desingularization as well as in stabilization for compactifying moduli problems. 3.  In...

of them by discrete or point vortex approximation, with or without desingularization. Using a point vortex approximation and delta-regularization Krasny...

S2CID 6554854. Arezzo, Claudio; Pacard, Frank (2006). "Blowing up and desingularizing constant scalar curvature Kähler manifolds". Acta Mathematica. 196...