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dvi; abstract The cohomology of the Morava stabilizer group S 2 at the prime 3.
11.30--12.30 Vassily Gorbounov (Aberdeen) Overview of the chiral de Rham complex 14.30--15.30 Peter Teichner (Berkeley) Quantum Field Theory and Generalized Cohomology, Part I
Maxwell Institute Colloquium Conformal Field Theory and Topology Dan Freed (UT Austin) Vassily Gorbounov (Aberdeen) Stephan Stolz (Notre Dame) Peter Teichner (UC Berkeley) ...
Aberdeen Algebraic Geometry Group Members Academic staff. Prof Alexey Bondal ; Prof Vassily Gorbounov; Postgraduate students. Zaan Shaikh; Research Interests
Vassily Gorbounov VG MA1007 or equivalent: MA1508: 15: 30: Calculus II: Will Turner WT: SCE H or GCE A level; MA1005: ST1506: 15: 30: Understanding Data: Anthony Potter AP
dvi; abstract The cohomology of the Morava stabilizer group S 2 at the prime 3.
11.30--12.30 Vassily Gorbounov (Aberdeen) Overview of the chiral de Rham complex 14.30--15.30 Peter Teichner (Berkeley) Quantum Field Theory and Generalized Cohomology ...
Aberdeen Algebraic Geometry Group Members Academic staff. Prof Alexey Bondal ; Prof Vassily Gorbounov; Postgraduate students. Zaan Shaikh; Research Interests
Vassily Gorbounov. E-Mail: [email protected]. Phone Numbers: Office: +1 606 257 6814. FAX: +1 606 257 4078. Mailing Address: Department of Mathematics ...
Back to Dave Benson's Preprint Archive. dvi; abstract. The cohomology of the Morava stabilizer group S2 at the prime 3. See also ...
United Kingdom - professor at University of AberdeenView vassily gorbounov's (1 connections) professional profile on LinkedIn. LinkedIn is the world's largest business network, helping professionals like ...
Russian Federation - IT Manager at Les Laboratoires ServierView Vassily Gorbounov's (Russian Federation) professional profile on ...
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Vassily Gorbounov* ([email protected]), university of aberdeen, aberdeen, ab25 2ts,. Scotland. Hilbert schemes of points of a surface and the black ...
Vassily Gorbounov* ([email protected]), Department of Mathematics, 719 ...
See ratings and read comments about professor Vassily Gorbounov from University of Kentucky in KY.
Homotopy algebraic structures on vetrex algebras. An important result of Lian and Zuckerman says that vertex algebras of a special class, topological vertex ...
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