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DTSTART;TZID=America/New_York:20180102T090000
DTEND;TZID=America/New_York:20180518T170000
DTSTAMP:20260728T184537
CREATED:20230904T080137Z
LAST-MODIFIED:20250304T172359Z
UID:10000048-1514883600-1526662800@cmsa.fas.harvard.edu
SUMMARY:Simons Collaboration on Homological Mirror Symmetry
DESCRIPTION:The Simons Collaboration on Homological Mirror Symmetry brings together a group of leading mathematicians working towards the goal of proving Homological Mirror Symmetry (HMS) in full generality\, and fully exploring its applications. This program is funded by the Simons Foundation. \nMirror symmetry\, which emerged in the late 1980s as an unexpected physical duality between quantum field theories\, has been a major source of progress in mathematics. At the 1994 ICM\, Kontsevich reinterpreted mirror symmetry as a deep categorical duality: the HMS conjecture states that the derived category of coherent sheaves of a smooth projective variety is equivalent to the Fukaya category of a mirror symplectic manifold (or Landau-Ginzburg model). \nWe envision that our goal of proving HMS in full generality can be accomplished by combining three main viewpoints: \n\ncategorical algebraic geometry and non-commutative (nc) spaces: in this language\, homological mirror symmetry is the statement that the same nc-spaces can arise either from algebraic geometry or from symplectic geometry.\nthe Strominger-Yau-Zaslow (SYZ) approach\, which provides a global geometric prescription for the construction of mirror pairs.\nLagrangian Floer theory and family Floer cohomology\, which provide a concrete path from symplectic geometry near a given Lagrangian submanifold to an open domain in a mirror analytic space.\n\nThe Center of Mathematical Sciences and Applications is hosting the following short-term visitors for an HMS focused semester: \n\nJacob Bourjaily (Neils Bohr Institute)  4/1/2018 – 4/14/2018\nColin Diemer (IHES)  2/25/2018 – 3/10/2018\nCharles Doran (University of Alberta) 5/13/2018 – 5/25/2018\nBaohua Fu (Chinese Academy of Sciences)  4/15/2018 – 4/28/2018\nAndrew Harder (University of Miami)  4/15/2018 – 4/28/2018\nShinobu Hosono (Gakushuin University) 2/25/2018 – 3/10/2018\nAdam Jacob (UC Davis) 3/5/2018 – 3/16/2018\nTsung-Ju Lee (National Taiwan University) 4/18/2018 – 5/13/2018\nIvan Loseu (Northeastern University) 1/21/2018 – 2/3/2018\nCheuk-Yu Mak (Cambridge University) 4/1/2018 – 4/15/2018\nDaniel Pomerleano (Imperial College) 3/19/2018 – 3/23/2018\nMauricio Romo (Tsinghua University) 4/1/2018 – 4/18/ 2018\nEmanuel Scheidegger (Albert Ludwigs University of Freiburg) 2/22/2018 – 3/22/2018\nDmytro Shklyarov (Technische Universität Chemnitz) 3/4/2018 – 3/17/2018\nAlan Thompson (University of Cambridge) 4/15/2018 – 4/21/2018\nWeiwei Wu (University of Georgia) 4/27/2018 – 5/6/2018\nMatt Young (Chinese University of Hong Kong) 1/15/2018 – 2/9/2018\nJeng-Daw Yu (National Taiwan University) 4/2/2018 – 4/6/2018\nMinxian Zhu (Yau Mathematical Sciences Center\, Tsinghua University) 1/ 22/2018 – 2/25/2018\n\nAs part of their CMSA visitation\, HMS focused visitors will be giving lectures on various topics related to Homological Mirror Symmetry throughout the Spring 2018 Semester.  Click here for information. \n\n\nThe Collaboration will include two workshops hosted by The Center. The workshops will take place January 10-13\, 2018  and April 5-7\, 2018 at CMSA. Click here for more information.
URL:https://cmsa.fas.harvard.edu/event/simons-collaboration-on-homological-mirror-symmetry-2/
CATEGORIES:Programs
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DTSTART;TZID=America/New_York:20180205T090000
DTEND;TZID=America/New_York:20180209T170000
DTSTAMP:20260728T184537
CREATED:20230717T174149Z
LAST-MODIFIED:20250304T211916Z
UID:10000044-1517821200-1518195600@cmsa.fas.harvard.edu
SUMMARY:Workshop on Probabilistic and Extremal Combinatorics
DESCRIPTION:The workshop on Probabilistic and Extremal Combinatorics will take place February 5-9\, 2018 at the Center of Mathematical Sciences and Applications\, located at 20 Garden Street\, Cambridge\, MA. \nExtremal and Probabilistic Combinatorics are two of the most central branches of modern combinatorial theory. Extremal Combinatorics deals with problems of determining or estimating the maximum or minimum possible cardinality of a collection of finite objects satisfying certain requirements. Such problems are often related to other areas including Computer Science\, Information Theory\, Number Theory and Geometry. This branch of Combinatorics has developed spectacularly over the last few decades. Probabilistic Combinatorics can be described informally as a (very successful) hybrid between Combinatorics and Probability\, whose main object of study is probability distributions on discrete structures. \nThere are many points of interaction between these fields. There are deep similarities in methodology. Both subjects are mostly asymptotic in nature. Quite a few important results from Extremal Combinatorics have been proven applying probabilistic methods\, and vice versa. Such emerging subjects as Extremal Problems in Random Graphs or the theory of graph limits stand explicitly at the intersection of the two fields and indicate their natural symbiosis. \nThe symposia will focus on the interactions between the above areas. These topics include Extremal Problems for Graphs and Set Systems\, Ramsey Theory\, Combinatorial Number Theory\, Combinatorial Geometry\, Random Graphs\, Probabilistic Methods and Graph Limits. \nParticipation: The workshop is open to participation by all interested researchers\, subject to capacity. \nConfirmed participants include: \n\nJozsef Balogh\, University of Illinois\, Urbana\nFan Chung (Graham)\, University of California\, San Diego\nAsaf Ferber\, Massachusetts Institute of Technology\nJacob Fox\, Stanford Unviersity\nDavid Gamarnik\, Massachusetts Institute of Technology\nPenny Haxell\, University of Waterloo\nHao Huang\, Emory University\nJeff Kahn\, Rutgers University\nPeter Keevash\, Oxford University\nMichael Krivelevich\, Tel Aviv University\nDaniela Kühn\, University of Birmingham\nShoham Letzer\, ITS Zürich\nShachar Lovett\, University of California\, San Diego\nEyal Lubetzky\, Courant Institute\nRob Morris\, IMPA\nBhargav Narayanan\, Rutgers University\nDeryk Osthus\, University of Birmingham\nJanos Pach\, NYU\nYuval Peres\, Microsoft Redmond\nAlexey Pokryovskyi\, ETH Zürich\nWojciech Samotij\, Tel Aviv University\nLisa Sauermann\, Stanford University\nMathias Schacht\, University of Hamburg\nAlexander Scott\, University of Oxford\nAsaf Shapira\, Tel Aviv University\nJozef Skokan\, London School of Economics\nJoel Spencer\, New York University\nAngelika Steger\, ETH Zurich\nJacques Verstraete\, University of California\, San Diego\nYufei Zhao\, Massachusetts Institute of Technology\nDavid Zuckerman\, University of Texas at Austin\n\nCo-organizers of this workshop include Benny Sudakov and David Conlon.  More details about this event\, including participants\, will be updated soon.
URL:https://cmsa.fas.harvard.edu/event/workshop-on-probabilistic-and-extremal-combinatorics/
LOCATION:CMSA\, 20 Garden Street\, Cambridge\, MA\, 02138\, United States
CATEGORIES:Event,Workshop
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