Istituto matematico Clay

L'Istituto matematico Clay (Clay Mathematics Institute o CMI) è una fondazione privata no-profit con sede a Cambridge (Massachusetts, USA) dedicata all'accrescimento ed alla diffusione della conoscenza della matematica. Si avvale di diverse sponsorizzazioni e premi per promuovere la matematica. L'istituto è stato fondato nel 1998 dall'imprenditore Landon T. Clay che la finanzia e dal matematico Arthur Jaffe dell'università di Harvard.

Il Millennium Prize

Lo stesso argomento in dettaglio: Problemi per il millennio.

L'istituto è diventato famoso per aver istituito il Millennium Prize Problems il 24 maggio, 2000. I sette problemi sono considerati dal CMI i "più importanti problemi classici che hanno resistito ai tentativi di soluzione nel corso degli anni". La prima persona che risolverà ciascuno dei problemi vincerà un milione di dollari messo in palio dal CMI. Il montepremi totale quindi ammonta a 7 000 000 $. Durante l'annuncio del premio il CMI evidenziò il parallelo con i problemi di Hilbert, che vennero proposti nel 1900, ed ebbero una rilevante influenza sull'evoluzione della matematica nel XX secolo.

Altre attività

Il CMI assegna borse di studio, la cui durata varia da due a cinque anni, destinate a giovani matematici e borse per periodi più brevi destinate a ricerche individuali e a sostenere la redazione di testi matematici. L'Istituto inoltre assegna un premio annuale chiamato Clay Research Award che intende costituire un riconoscimento per i maggiori progressi nella ricerca. Infine il CMI organizza varie scuole estive, convegni, incontri di lavoro, conferenze pubbliche e attività di pubblicizzazione della matematica rivolte soprattutto ai giovani studiosi della matematica, dal livello dei diplomati fino a quello dei dottori di ricerca.

Collegamenti esterni

Controllo di autoritàVIAF (EN149343337 · ISNI (EN0000 0004 1429 0387 · LCCN (ENno2001095932 · GND (DE10038010-4 · BNF (FRcb15508677w (data) · J9U (ENHE987007578741905171
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19th Abgeordnetenhaus of Berlin ←18th 19th (2023–26)→Preußischer Landtag building in 2009OverviewLegislative bodyAbgeordnetenhaus of BerlinJurisdictionBerlinMeeting placePreußischer Landtag building, BerlinTerm4 November 2021 – 15 March 2023Election26 September 2021Members147PresidentDennis Buchner (SPD) This is a list of members who sat in the 19th Abgeordnetenhaus of Berlin, the state parliament of Berlin, between 2021 and 2023. These members were elected in the 26 Se...

 

West Wyomissing Plaats in de Verenigde Staten Vlag van Verenigde Staten Locatie van West Wyomissing in Pennsylvania Locatie van Pennsylvania in de VS Situering County Berks County Type plaats Census-designated place Staat Pennsylvania Coördinaten 40° 19′ NB, 75° 60′ WL Algemeen Oppervlakte 1,7 km² - land 1,7 km² - water 0,0 km² Inwoners (2000) 3.016 Hoogte 110 m Overig FIPS-code 84280 Portaal    Verenigde Staten West Wyomissing is een plaats (census-designated plac...

 

Abierto Mexicano ATP Tour Acapulco 2023 Datos generalesSede AcapulcoMéxico MéxicoRecinto Princess Mundo ImperialCategoría ATP 500Superficie DuraCuadro 32S / 16DOrganizador Asociación de Tenistas ProfesionalesPremio $2 013 940 (2023)[1]​ Cronología 2022 2023 2024 Sitio oficial [editar datos en Wikidata] El Abierto Mexicano de Tenis (por motivos de patrocinio Abierto Telcel) es un torneo oficial de tenis que se celebra anualmente a finales de febrero, todas sus ed...

عبد القيم مطلب معلومات شخصية الميلاد 14 مايو 1989 (34 سنة)  سنغافورة  الطول 1.82 م (5 قدم 11 1⁄2 بوصة) مركز اللعب مدافع الجنسية سنغافورة  معلومات النادي النادي الحالي غيلانغ إنترناشونال مسيرة الشباب سنوات فريق 2004–2007 واريورز المسيرة الاحترافية1 سنوات فريق م. (هـ.) ...

 

Cet article est une ébauche concernant le tir et la Région de Bruxelles-Capitale. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Championnats du monde de tir 1905 Généralités Sport Tir sportif Édition 9e Lieu(x) Bruxelles Date 1905 Épreuves 7 Palmarès Vainqueur Belgique – Au tableau des médailles Navigation Édition précédente Édition suivante modifier Les championnats du monde de tir 1905, neuviè...

 

Ring-shaped ornament used for decoration and commemoration For wreaths worn on the head, see wreath (attire). For the wreath used in heraldry, see torse. A Christmas wreath on a house door in England. A golden wreath and ring from the burial of an Odrysian Aristocrat at the Golyamata Mogila in the Yambol region of Bulgaria. Mid 4th century BC. A wreath (/riːθ/) is an assortment of flowers, leaves, fruits, twigs, or various materials that is constructed to form a ring shape.[1] In En...

Artikel ini bukan mengenai Lobak putih. Lobak cina Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiosperms (tanpa takson): Eudicots (tanpa takson): Rosids Ordo: Brassicales Famili: Brassicaceae Genus: Brassica Spesies: B. rapa Varietas: B. rapa var. rapa Nama trinomial Brassica rapa var. rapaL. Lobak cina atau Brassica rapa rapa adalah sebuah sayuran akar yang umumnya ditanam di daerah beriklim sedang di seluruh dunia karena akar tunggalnya yang berdaging putih. K...

 

ماي ليتل بوني: إكويستريا غيرلس : فرندشيب جيمزmy little pony:equestria girls:friendship gamesOfficial DVD coverمعلومات عامةالتصنيف فيلم تلفزيوني الصنف الفني كوميدي، فنتازياتاريخ الصدور September 26, 2015 (TV)October 13, 2015 (DVD)مدة العرض 120 دقيقةاللغة الأصلية لإنجليزيةمأخوذ عن my little pony friendship is magicالبلد كندا والولايا...

 

Geological fault zone crossing Scotland View along the Highland Boundary Fault from Conic Hill – the topographic ridge is mainly due to the presence of Devonian age conglomerates on the southwestern side of the fault and can be traced across Loch Lomond on the islands of Inchcailloch, Torrinch, Creinch and Inchmurrin, to Ben Bowie on the western shore The Highland Boundary Fault is a major fault zone[1] that traverses Scotland from Arran and Helensburgh on the west coast to Stonehav...

In addition to the variety of verified DNA structures, there have been a range of proposed DNA models that have either been disproven, or lack evidence. Some of these structures were proposed during the 1950s before the structure of the double helix was solved, most famously by Linus Pauling. Non-helical or side-by-side models of DNA were proposed in the 1970s to address what appeared at the time to be problems with the topology of circular DNA chromosomes during replication (subsequently res...

 

Isothiocyanate de benzyle Structure de l'isothiocyanate de benzyle Identification Nom UICPA (isothiocyanatométhyl)benzène Synonymes α-isothiocyanatotoluène No CAS 622-78-6 No ECHA 100.009.777 No CE 210-753-9 No RTECS NX8250000 PubChem 2346 ChEBI 17484 SMILES S=C=NCc1ccccc1 PubChem, vue 3D InChI Std. InChI : vue 3D InChI=1S/C8H7NS/c10-7-9-6-8-4-2-1-3-5-8/h1-5H,6H2 Std. InChIKey : MDKCFLQDBWCQCV-UHFFFAOYSA-N Propriétés chimiques Formule C8H7NS  [Isomères] ...

 

此條目没有列出任何参考或来源。 (2018年5月2日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 人際關係 類型 血親或擬制血親 家族 家庭 親屬 親本 母親 / 父親 祖父母 兄弟姊妹 堂表親 堂亲 表親 婚姻 配偶 夫妻 妻子 丈夫 夫夫/妻妻 多配偶制 一妻多夫制 一夫多妻制 群婚 伙伴 · 伴侶 友情 闺...

Susunan parlemen Denmark 2015–2019. Daftar berikut menuliskan para anggota parlemen Denmark, Folketing untuk periode tahun 2015 hingga 2019. Daftar anggota Anggota Partai Konstituensi Aaja Chemnitz Larsen Inuit Ataqatigiit Greenland Aleqa Hammond Siumut Greenland Alex Ahrendtsen Partai Rakyat Denmark Fyn Anders Samuelsen Aliansi Liberal Nordsjælland Andreas Steenberg Radikale Venstre Vestjylland Ane Halsboe-Jørgensen Socialdemokratiet Nordjylland Annette Lind Socialdemokratiet Vestjylland...

 

1989 video gameCasino KidNorth American cover artDeveloper(s)SofelPublisher(s)SofelArtist(s)Tadao NomuraComposer(s)Toshio MuraiPlatform(s)NESReleaseJP: January 6, 1989NA: October 1989Genre(s)CasinoMode(s)Single-player Casino Kid is a casino video game for the Nintendo Entertainment System released in 1989. It was developed and published by Sofel. In Japan, the game was released as $1,000,000 Kid: Maboroshi no Teiou Hen (100万$キッド 幻の帝王編) and is based on the manga series $1,0...

 

Cloud species Lenticular cloudDramatic lenticular cloud formation over Harold's Cross, DublinGenusStratocumulus, altocumulus, cirrocumulusSpecieslenticularis (Latin: lentil)Altitudeup to 12,000 m (40,000 ft)Appearancelens-like, Saucer-shapedPrecipitationVirga only. Lenticular cloud over the Antarctic ice near Scott Base. Lenticular clouds (Latin: Lenticularis lentil-shaped, from lenticula lentil) are stationary clouds that form mostly in the troposphere, typically in parallel alignment to the...

Das Gebäude des früheren Stadtverkehrsamts am Rotteckring (2019). Das Dokumentationszentrum Nationalsozialismus Freiburg im Breisgau ist eine geplante Gedenkstätte zum Thema Nationalsozialismus in Freiburg im Breisgau, deren Eröffnung Ende 2024 vorgesehen ist.[1] Inhaltsverzeichnis 1 Geschichte 2 Geplante Räume 3 Weblinks 4 Einzelnachweise Geschichte Seit mehreren Jahren forderte vor allem die Initiative Freiburg braucht eine Mahn- und Gedenkstätte die Ein- und Errichtung einer ...

 

This article is about the Scott Joplin rag. For the ballet of the same name, see Elite Syncopations (ballet). Elite Syncopationsby Scott JoplinFirst edition sheet music cover.GenreRagtimeFormRagComposed1902 (1902)Published1903 (1903)PublisherJohn Stark & SonAudio samplefilehelp Elite Syncopations is a 1902 ragtime piano composition by American composer Scott Joplin, originally published in 1903 by John Stark & Son.[1][2] The cover of the original sheet music ...

 

Basketball South AfricaBSAIOC nationRSANational flagSportBasketballOfficial websitebasketball.org.zaHISTORYYear of formation1992; 31 years ago (1992)AFFILIATIONSInternational federationInternational Basketball Federation (FIBA)Continental associationFIBA AfricaELECTEDPresidentMr S MthiyaneAddressWembley Sports Complex 106 Turffontein Rd, Turffontein, JohannesburgCountrySouth Africa Basketball South Africa (BSA) is the governing body for men's and women's basketball in South ...

Citron Klasifikasi ilmiah Kerajaan: Plantae Divisi: Magnoliophyta Kelas: Magnoliopsida Ordo: Sapindales Famili: Rutaceae Genus: Citrus Spesies: C. medica Nama binomial Citrus medicaL. Jeruk sukade (bahasa Latin: Citrus medica adalah sebuah spesies buah jeruk yang umumnya memiliki kulit tebal dan bagian dalam yang kecil-kecil. Asalnya, pohon ini berasal dari Asia Tenggara. Saat ini banyak tumbuh di Sisilia, Maroko, Crete, Corsica, juga di Puerto Rico. Pohon ini dapat tumbuh hingga sek...

 

High mountain pass between the Pennines and Lepontine Alps in Switzerland Simplon PassView of the Simplon Pass from above with the Rotelsee (left) and Lake Hopschu (right). Note the slightly lower marshland behind the road.Elevation2,006 m (6,581 ft)[1]Traversed byRoadLocationValais, SwitzerlandRangeAlpsCoordinates46°15′6″N 8°2′0″E / 46.25167°N 8.03333°E / 46.25167; 8.03333Location in Switzerland The Simplon Pass (French: Col du Simplon; German: Sim...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!