padurariu tudor | tudor padurariu author padurariu tudor Email: tudor.padurariu (at) imj-prg (dot) fr. About: I am Chargé de recherche at CNRS, Laboratory IMJ-PRG, Sorbonne Université. Between September 2020 and December 2023, I was a . Rolex Submariner Date Refs. 16610LN and 16610LV. The Submariner Date 16610 is one of the most popular references of the famous diving watch from Rolex. With its classic size and aluminum bezel, this discontinued model is considered by many to be a perfect alloy of vintage and modernity. By Chrono24.
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Email: tudor.padurariu (at) imj-prg (dot) fr. About: I am Chargé de recherche at CNRS, Laboratory IMJ-PRG, Sorbonne Université. Between September 2020 and December 2023, I was a .Articles 1–20. Chargé de recherche, CNRS IMJ-PRG - Cited by 123 - algebraic .
Articles 1–20. Chargé de recherche, CNRS IMJ-PRG - Cited by 123 - algebraic geometry - representation theory.Author ID: padurariu.tudor. Published as: Pădurariu, Tudor; Pǎdurariu, Tudor. Documents Indexed: 23 Publications since 2015, including 9 Additional arXiv Preprints. Co-Authors: Speaker: Tudor Pădurariu (Columbia University) Title: Relative stable pairs and a non-Calabi-Yau wall crossing. Abstract: For complex smooth threefolds, there are .Tudor Padurariu (Columbia University), Nov 18, 2021For complex smooth threefolds, there are enumerative theories of curves defined using sheaves, such as Don.
tudor padurariu wikipedia
Tudor Pădurariu's 21 research works with 45 citations and 215 reads, including: Generators for K-theoretic Hall algebras of quivers with potential Tudor Pădurariu's research while.Tudor Padurariu, September 21, 2022. Title: Categorical Donaldson-Thomas theory of C 3. Abstract: I will explain some results in categorical Donaldson-Thomas theory of C 3. An .Topological K-theory of quasi-BPS categories of symmetric quivers with potential. #4. Tudor Pădurariu. , Yukinobu Toda. (Sep 15, 2023)
Informal String-Math Seminar, UC Berkeley, May 17, 2023.Tudor Pădurariu (Columbia University).Categorical Donaldson-Thomas theory for C^3 and beyond, part II.Tudor Padurariu (Columbia University), Nov 18, 2021For complex smooth threefolds, there are enumerative theories of curves defined using sheaves, such as Don.2 TUDOR PADURARIU˘ Let Xa smooth stack which satisfies Assumption A and let p∈X(C). By work of Alper–Hall–Rydh [2, Theorem 1.2], there exists a smooth affine scheme Awith an action of a reductive group Gsuch that the following diagram is cartesian (1) X A/G X A G, π e e and eis an ´etale map which contains pin its image. The NCRs we .Mar. 9: Tudor Padurariu, MIT K-theoretic Hall algebras for quivers with potential. Given a quiver with potential, Kontsevich-Soibelman constructed a Hall algebra on the cohomology of the stack of representations of (Q,W). In particular cases, one recovers the Yangian of a quiver Q as defined by Maulik-Okounkov. However, for general (Q,W), the .
Please contact me (Tudor Padurariu) at [email protected] if you are interested in participating, either by attending or by giving a talk. Please also contact me if you need suggestions for papers. The papers chosen should have been posted on arxiv after January 1, 2022. The talks are 45 minutes + 10 minutes for questions/ discussion.Tudor Padurariu. Fost participant la Olimpiada Internationala de Matematica intre anii 2009 si 2011 unde a obtinut o medalie de argint si doua medalii de bronz. A urmat studii de licenta si master la UCLA (2015) si studii de doctorat la MIT (2020), ambele in matematica. In prezent este cadru postdoctoral la Universitatea Columbia din New York.TUDOR PADURARIU Contents 1. Introduction 1 2. Hall algebras 2 2.1. De nition of the product and of the coproduct 2 2.2. Examples 5 2.3. Hall algebras for projective curves 8 2.4. The Drinfeld double construction 8 3. The Hall algebra of an elliptic curve 9 3.1. Coherent sheaves on an elliptic curve 9 3.2. A PBW theorem for the full Hall algebra .
View a PDF of the paper titled K-theoretic Hall algebras for quivers with potential, by Tudor P\u{a}durariu. View PDF Abstract: Given a quiver with potential $(Q,W)$, Kontsevich-Soibelman constructed a Hall algebra on the cohomology of the stack of representations of $(Q,W)$. As shown by Davison-Meinhardt, this algebra comes with a filtration .Short Talks by Postdoctoral MembersTopic: Noncommutative resolutions and intersection cohomology for quotient singularitiesSpeaker: Tudor PadurariuAffiliatio.
String Math Seminar: Tudor Pădurariu (Columbia University)”Categorical Donaldson-Thomas theory for C^3 and beyond” Seminar Organizer May 9, 2023. Event Details. Date: May 15, 2023 3:30 pm – 4:30 pm; Venue: 402 Classroom Physics South, UCB Campus; Categories: Berkeley String-Math Seminar;
Tudor Padurariu, Francisc Bozgan, Ufuk Kanat and Dillon Zhi (left to right) in front on an equation Kanat wrote (Credit: Reed Hutchinson/UCLA) Download Photo (1.2 MB)2 TUDOR PADURARIU˘ algebra (HA) of (Q,W). Its K0 is called the K-theoretic Hall algebra (KHA) of (Q,W). For any edge e∈E, let C∗ act on R(d) by scaling the linear map corresponding to e. Let (C∗)E be the product of these multiplicative groups. One can consider a graded version of Hall algebras HAgr(Q,W) for any group C∗ ⊂(C∗)E scaling TrWwith weight 2. Tudor Padurariu. Institut de Mathématiques de Jussieu - Paris Rive Gauche. enumerative geometry, derived categories, quantum groups. 9: 2024-09-01 -- 2026-08-31. Sun Woo Park. University of Wisconsin-Madison s[dot]park[at]mpim-bonn[dot]mpg[dot]de.
Tudor Padurariu (MIT) "K-theoretic Hall algebras for quivers with potential" Tudor Padurariu (MIT) “K-theoretic Hall algebras for quivers with potential” Seminar Organizer January 13, 2020. Event Details. Date: March 9, 2020 6:00 am – 7:00 am; Categories: Berkeley String-Math Seminar;UCLA undergraduates Tudor Padurariu, Ufuk Kanat, Dillon Zhi and Francisc Bozgan (left to right) in front of photos of great mathematicians of the past, including 18th century Swiss mathematician and physicist Leonhard Euler, a favorite of Kanat'sEmail: tudor.padurariu (at) imj-prg (dot) fr. About: I am Chargé de recherche at CNRS, Laboratory IMJ-PRG, Sorbonne Université. Between September 2020 and December 2023, I was a postdoc at IAS,.Articles 1–20. Chargé de recherche, CNRS IMJ-PRG - Cited by 123 - algebraic geometry - representation theory.
Tudor Padurariu is interested in enumerative geometry, especially categorifications of Donaldson-Thomas invariants and applications of these in the study of Hall algebras.Author ID: padurariu.tudor. Published as: Pădurariu, Tudor; Pǎdurariu, Tudor. Documents Indexed: 23 Publications since 2015, including 9 Additional arXiv Preprints. Co-Authors: Speaker: Tudor Pădurariu (Columbia University) Title: Relative stable pairs and a non-Calabi-Yau wall crossing. Abstract: For complex smooth threefolds, there are enumerative theories of curves defined using sheaves, such as Donaldson-Thomas (DT) theory using ideal sheaves and Pandharipande-Thomas (PT) theory using stable pairs.Tudor Padurariu (Columbia University), Nov 18, 2021For complex smooth threefolds, there are enumerative theories of curves defined using sheaves, such as Don.
Tudor Pădurariu's 21 research works with 45 citations and 215 reads, including: Generators for K-theoretic Hall algebras of quivers with potential Tudor Pădurariu's research while.Tudor Padurariu, September 21, 2022. Title: Categorical Donaldson-Thomas theory of C 3. Abstract: I will explain some results in categorical Donaldson-Thomas theory of C 3. An important construction is that of quasi-BPS categories, which are a categorical approximation of BPS (also called Gopakumar-Vafa) invariants in enumerative geometry.
Topological K-theory of quasi-BPS categories of symmetric quivers with potential. #4. Tudor Pădurariu. , Yukinobu Toda. (Sep 15, 2023)
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