International conference "GEOMETRY, TOPOLOGY, ALGEBRA and NUMBER THEORY, APPLICATIONS" dedicated to the 120th anniversary of Boris Delone (1890–1980)
(August 16–20, 2010, Moscow)

E-mail: Website: http://delone120.mi.ras.ru Organisations Steklov Mathematical Institute of Russian Academy of Sciences, Moscow Lomonosov Moscow State University

International conference "GEOMETRY, TOPOLOGY, ALGEBRA and NUMBER THEORY, APPLICATIONS" dedicated to the 120th anniversary of Boris Delone (1890–1980), Moscow, August 16–20, 2010
	August 16, 2010 (Mon)
1.	Opening ceremony of the conference “GEOMETRY, TOPOLOGY, ALGEBRA and NUMBER THEORY, APPLICATIONS” V. M. Buchstaber, A. G. Sergeev, N. P. Dolbilin August 16, 2010 09:45, Moscow
2.	On the polyhedral product functor: a method of decomposition for moment-angle complexes Frederick Cohen August 16, 2010 10:00, Moscow
3.	A survey on spherical designs and Euclidean designs Eiichi Bannai August 16, 2010 11:10, Moscow
	August 17, 2010 (Tue)
4.	Extremal problems for convex lattice polytopes Imre Barany August 17, 2010 09:00, Moscow
5.	Boundary rigidity, volume minimality, and minimal surfaces in $L_\infty$: a survey Dmitri Burago August 17, 2010 10:10, Moscow
6.	New discretization of complex analysis Sergey Novikov August 17, 2010 11:30, Moscow
7.	Discrete groups generated by complex reflections V. L. Popov August 17, 2010 14:00, Moscow
	August 18, 2010 (Wed)
8.	Cohomological rigidity problems in toric topology Mikiya Masuda August 18, 2010 10:00, Moscow
9.	The quasi-triangulation and the beta-complex: theory and applications Kim Deok-Soo August 18, 2010 11:10, Moscow
	August 19, 2010 (Thu)
10.	Number-theoretical properties of hyperelliptic fields Vladimir Platonov August 19, 2010 10:00, Moscow
11.	Resonance varieties of arrangement complements, Milnor fiber, and Bernstein polynomials Sergey Yuzvinsky August 19, 2010 11:10, Moscow
	August 20, 2010 (Fri)
12.	Sets of links of vertices of triangulated manifolds and combinatorial approach to Steenrod's problem on realisation of cycles Alexander Gaifullin August 20, 2010 10:00, Moscow
13.	What can we do with Diophantine problems and what we cannot do Yuri Matiyasevich August 20, 2010 11:10, Moscow