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that give effective solutions of important integrable systems. Buchstaber created an algebro-functional theory of
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in
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having symplectic coverings and to the explicit construction of what are now known as
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in cobordism, and gave an alternative effective solution of the
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V. M. Buchstaber; Sergeĭ Petrovich
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for mappings to groups, which led to the solution of the
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Corresponding
Members of the Russian Academy of Sciences
238:. In 2006 he was elected a corresponding member of the
255:Solitons, Geometry, and Topology: On the Crossroad
230:In 1974 Buchstaber was an Invited Speaker at the
175:. He went on to treat problems related both with
350:Birthday tribute in Moscow Mathematical Journal
167:in operator doubles, and to construction of the
225:School of Mathematics, University of Manchester
195:of spaces and described algebraic varieties of
325:"ICM Plenary and Invited Speakers since 1897"
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165:Novikov problem on multiplicative subgroups
207:Buchstaber gained his Ph.D. in 1970 under
420:Fellows of the Royal Society of Edinburgh
410:Academics of the University of Manchester
400:Academic staff of Moscow State University
345:Home page at Russian Academy of Sciences
232:International Congress of Mathematicians
108:. He calculated the differential in the
104:Buchstaber's first research work was in
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215:. He is currently a professor at the
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217:Faculty of Mathematics and Mechanics
272:Victor Buchstaber and Taras Panov,
223:, and an emeritus professor at the
110:Atiyah-Hirzebruch spectral sequence
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16:Soviet and Russian mathematician
395:Moscow State University alumni
329:Steklov Mathematical Institute
300:"Victor Matveevich Buchstaber"
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360:Mathematics Genealogy Project
304:Mathematics Genealogy Project
278:American Mathematical Society
258:. American Mathematical Soc.
23:Eastern Slavic naming customs
149:Buchstaber spectral sequence
142:. He devised filtrations in
55:Victor Matveevich Buchstaber
49:Victor Matveevich Buchstaber
240:Russian Academy of Sciences
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236:Royal Society of Edinburgh
211:and Dr. Sci. in 1984 from
63:Виктор Матвеевич Бухштабер
21:In this name that follows
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197:polysymmetric polynomials
130:Milnor-Hirzebruch problem
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415:Scientists from Tashkent
280:, Providence, RI, 2015.
221:Moscow State University
213:Moscow State University
385:Russian mathematicians
84:known for his work on
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122:Chern-Dold characters
65:, born 1 April 1943,
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139:Buchstaber manifolds
126:universal Todd genus
120:theory, constructed
94:mathematical physics
193:symmetric products
185:Jacobian varieties
181:integrable systems
177:algebraic geometry
161:deformation theory
86:algebraic topology
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356:Victor Buchstaber
265:978-0-8218-0666-1
159:He worked on the
134:complex manifolds
118:complex cobordism
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106:cobordism theory
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71:Soviet Union
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390:Topologists
375:1943 births
171:of complex
35:family name
31:Matveyevich
369:Categories
309:26 January
285:References
173:cobordisms
39:Buchstaber
27:patronymic
146:and the
124:and the
114:K-theory
67:Tashkent
358:at the
79:Russian
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75:Soviet
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246:Works
311:2015
260:ISBN
179:and
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