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661. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/Trudy/Publications/2007/Mishchenko-K%96theory%20over%20C-algebras-Banach%20Center%20Publications-Vol%2076-(2007)%20p245-266.pdf
... |й м Hх п xщ щ qт yс иш л Hх н А ш хш yщ Aн з lз н Aт п с eт yщ Aн ф н Hк ?н о lх Hх н yщ Aн хш и Hм Hх н Pй lт 2л lр yщ A. S. MISHCHENKO Д л Hл п я Ім yу Hъ н Hя н Hщ н 1й lя |п yи х к lщ Aп о х с р Aк eй tи eй и ш ж yх н ш и |п cт )к Hз tн Hх н ш и м eк л т eк Cи ... л ш й 2и и п й 6и л ш eк т Aк Eй Aъ х ш о lх |п и |л cт ?к о Aх sс lя п ш м с т м Aк 2й л н Aк у 6п п к eй ш Aз н sи Hъ cр ш н dim M = n = 2m Hk (M ; Z ) H ...
[ Текст ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/Trudy/Publications/2007/Mishchenko-K%96theory%20over%20C-algebras-Banach%20Center%20Publications-Vol%2076-(2007)%20p245-266.pdf -- 288.6 Кб -- 14.04.2007
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662. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2015-16/Literature/CitedPapers/%5B15%5DLuke-Mishchenko-1998.pdf
VECTOR BUNDLES AND THEIR APPLICATIONS VECTOR BUNDLES AND THEIR APPLICATIONS Glenys LUKE Oxford University Oxford Alexander MISHCHENKO Moscow State University Moscow KLUWER ACADEMIC PUBLISHERS Boston/London/Dordrecht CONTENTS v PREFACE In the last few years the use of geometric methods has permeated many more branches of mathematics and the sciences. Briefly its role may be characterized as follows. Whereas methods of mathematical analysis describe phenomena `in the small', geometric methods contribute to
[ Текст ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2015-16/Literature/CitedPapers/%5B15%5DLuke-Mishchenko-1998.pdf -- 847.7 Кб -- 09.04.2007
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663. http://higeom.math.msu.su/people/taras/torictop-en.pdf
TORIC TOPOLOGY IN THE WORK OF TARAS PANOV 1. Introduction Since the 1970s, the study of torus actions has become increasingly important in various areas of pure mathematics, and has stimulated the formation of interdisciplinary links between algebraic geometry, combinatorial and convex geometry, commutative and homological algebra, differential topology and homotopy theory. ... TORIC TOPOLOGY IN THE WORK OF TARAS PANOV 5 Cohomology of torus manifolds. ... On the cohomology of torus manifolds. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/torictop-en.pdf -- 458.3 Кб -- 21.03.2007
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664. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/Lectures2-Zadachi.pdf
... Т ДТК Т ? ... е ЗЬЭ ? ... ч Ф Х ?ю УТЧШ УТЧШ е ? ... ч ЬЭ? ... СеТч? ... СЩЧ ЪЧ ? ... ЭЬ Ю Ь Ь Э? Э ЬЭЮ Ю · ?? ? ...
[ Текст ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/Lectures2-Zadachi.pdf -- 199.1 Кб -- 22.11.2006
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665. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/Trudy/Publications/2005/TMNA-Mishchenko-Teleman-AlmostFlat-03-05.pdf
... зйд ?мД Е Н ДНЕ мОХ в ?м Д Е ж ж ж вги игв жК С ? з абгзи и и в и зйб ? ... в Ф и ж и г кгйз и д ж аа а иж вздгжи ?в н и ижк ао игв гк ж Э Ь з и джг й знзи б г иж взигв йв игвз гж и йв а з гааглзК С М Н Х з вн йжк гвв ив илг дгвиз м в м гв и б в га Х И м ДМЕ м ДНЕ ДЕ в ж з вн ав ж гвв игвИ а и мМ мН и д ж аа а иж вздгжи ?в н и гвв игв ж агв и йжк К Ь в и иж взигв йв игв Г з ?в гв и ви жз игв г илг жиз Э Э Э з гааглз Н М Н М Н Г ДмЕ м м мОЭ ДЕ Св Д Ьз азг ...
[ Текст ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/Trudy/Publications/2005/TMNA-Mishchenko-Teleman-AlmostFlat-03-05.pdf -- 223.2 Кб -- 29.10.2006
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666. http://higeom.math.msu.su/people/taras/cobordisms-en.pdf
COBORDISMS AND FINITE GROUP ACTIONS IN THE WORK OF TARAS PANOV In works of T. Panov [5]ґ[7] the cobordism theory and formal group laws are applied to the study of the fixed point sets of Z/p-actions. Characteristic classes and cob ordisms of manifolds with simple Z/p-action. A Z/p-action on a manifold M is called simple if all connected components of the fixed point set have trivial normal bundle. ... El liptic genus for manifolds with an action of the group Z/p. Russian Math. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/cobordisms-en.pdf -- 299.4 Кб -- 11.10.2006
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667. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/UchPr-2006.htm
. Чтение лекций по дифференциальной геометрии и топологии: . Программа курса . Задачи . Контрольные работы
[ Сохраненная копия ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/UchPr-2006.htm -- 1.4 Кб -- 15.09.2006
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668. http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/Program.pdf
ПРОГРАММА курса "Дифференциальная геометрия и топология (математики, 3-й курс, лектор - А.С.Мищенко) Осенний семестр 2006/07 уч. года 31 августа 2006 г. 1 Теория многообразий 1. ... Область в евклидовом пространстве, график гладкой функции, неособая поверхность уровня гладкой -функции, - как гладкие многообразия. Связь теоремы о неявной функции с гладкими подмногообразиями. ... Тензор кривизны риманового многообразия, формулы тензора кривизны. ... 6 Дифференциальные формы и когомологии де Рама 1. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/~asmish/Lichnaja-2010/Version2010-11-20/UchProcess-2006/Program.pdf -- 82.2 Кб -- 15.09.2006
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669. http://higeom.math.msu.su/people/taras/TTC/slides/braden.pdf
... cb ~ TRae qQ ' 1 P dq U U 1 1 U S a 9 T Yc R g nR o c q d d &R Q T ! ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/braden.pdf -- 352.7 Кб -- 26.06.2006
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670. http://higeom.math.msu.su/people/taras/TTC/slides/terzic.pdf
... Invariant complex structures on generalized symmetric spaces Svjetlana TerziЄ c University of Montenegro joint work with Dieter Kotschick (LMU - Munich) 1 1. ... In particular, if H is centralizer of a torus in G than G/H admits an invariant almost complex structure. ... On the numb er of invariant (almost) complex structures Thm 4 (Borel-Hirzebruch) Isotropy representation for G/H decomp oses into t irreducible summands G/H admits exactly 2t invariant almost complex structures. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/terzic.pdf -- 63.2 Кб -- 20.06.2006
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671. http://higeom.math.msu.su/people/taras/TTC/slides/yoshida.pdf
... X, , ?} is a twisted toric manifold asso ciated with P : P B , if for b B , there exist (i) (U, B ) :a co ordinate neighb orho o d of b in B 2 B : U = R2 0 ... ; / B (U ) Ґ TT2 B (U ) 1 2 ?-2 (D (0)) C ? 44 TTTT 44 TTTT 44 TTTT 44 TTTT TT* 1 pr g ggggg ggggg gggg ggggg ggggg C2 sgg бжбе бжбж бе бе же жж е ее бдбгбдбг бдбд бг бдбг бдбд бгбдбг бдбгбгбд бдбд бгбг бгбг бгбг бг бдбг бдбд бгбдбг бг бдбг бдбд ... If B is closed, TP is a twisted toric mfd asso ciated with P : P B . ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/yoshida.pdf -- 245.7 Кб -- 13.06.2006
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672. http://higeom.math.msu.su/people/taras/TTC/slides/kamiyama.pdf
... For n 3, we define An by An = {P = (a1, . ... S1 3 Example. ... 4 The symplectic form We define the canonical symplectic form n 2(Mn) as follows. ... X, ) a symplectic manifold with dimR X = 2k. Ї T k = (S 1)k Ї ? : X Rk Ї Vol(?(X )) (X, ) preserving . ... Vol(n) that n Rn-3 is a convex p olywhich is defined by triangle inequalHence we can calculate the rightside by multiple integral. ... 13 Another pro of of the main theorem Hereafter n is o dd and all cohomology groups are with R-co efficients. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/kamiyama.pdf -- 74.6 Кб -- 13.06.2006
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673. http://higeom.math.msu.su/people/taras/TTC/slides/lu.pdf
Home Page Top ology on Graphs Title Page Contents Zhi Lu ? Institute of Mathematics, Fudan University, Shanghai. Page 1 of 22 Osaka, 2006 Go Back Full Screen Close Quit Home Page ї1. ... Title Page Contents Page 15 of 22 Go Back Full Screen Close Quit Home Page Basic problem (I) (, ): a coloring graph of type (n, n) with connected. ... Title Page Contents Page 20 of 22 Go Back Full Screen Close Quit Home Page Prop osition. ... Title Page Contents Page 22 of 22 Go Back Full Screen Close Quit ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/lu.pdf -- 1040.7 Кб -- 02.06.2006
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674. http://higeom.math.msu.su/people/taras/TTC/slides/arzhantsev.pdf
Almost homogeneous toric varieties Ivan Arzhantsev Moscow State University based on a joint work with J? urgen Hausen "On emb eddings of homogeneous spaces with small b oundary" 1 1. ... r } } 0 0 a collection of cones (V ) is connected if 1, 2 : 1 2 = is maximal if it is connected and is not a prop er sub collection of a connected collection v = vi + Ї Ї Ї + vip V , vj = 0 (v ) = C one(i1 , . ... r ) = (T )Q and = 0 8 a toric variety X is 2-complete if X X with codimX (X \ X ) implies X = X . ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/arzhantsev.pdf -- 121.5 Кб -- 01.06.2006
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675. http://higeom.math.msu.su/people/taras/TTC/slides/zara.pdf
Hamiltonian GKM Spaces and Their Moment Graphs Catalin Zara University of Massachusetts Boston, USA Outline Ї Hamiltonian GKM Spaces Ї Moment Graphs Ї Abstract GKM Graphs Ї Abstract cohomology ring Ї Op en Questions (Complex) Hamiltonian GKM Spaces Ї M 2d : compact, connected, Kaehler manifold of (real) dimension 2d : Kaehler form Ї T = (S 1 )n : compact torus, with Lie ... Op en Questions Ї Realization: Which abstract GKM graphs are the GKM graphs of Hamiltonian GKM spaces? ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/zara.pdf -- 100.7 Кб -- 30.05.2006
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676. http://higeom.math.msu.su/people/taras/TTC/slides/ray.pdf
... THE CATEGORICAL VIEWPOINT Some p eople love categories, and others hate them; but they are here to stay! ... Some categories are large, such as top, the category of top ological spaces and continuous maps. Others are small (finite, even!), such as the category cat(K ) of faces of a simplicial complex K and their inclusions. ... The lo cal viewp oint considers toric spaces as diagrams, whereas the global viewp oint interprets their invariants as functors from geometric to algebraic categories. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/ray.pdf -- 115.7 Кб -- 30.05.2006
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677. http://higeom.math.msu.su/people/taras/TTC/slides/timashev.pdf
Equivariant compactifications of reductive groups Dmitri A. Timashev Moscow State University Abstract. ... We describ e the structure and the mutual p osition of their orbits under the action of the doubled group by left/right multiplications, the lo cal structure in a neighb orho o d of a closed orbit, and obtain some conditions of normality and smo othness of a compactification. ... Projective emb eddings of reductive groups Let G b e a connected reductive complex algebraic group. ... Weights ч1, . ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/timashev.pdf -- 103.7 Кб -- 30.05.2006
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678. http://higeom.math.msu.su/people/taras/TTC/slides/buchstaber.pdf
Analogous p olytop es, toric manifolds and complex cob ordisms Victor M. Buchstab er Steklov Mathematical Institute, Russian Academy of Sciences, Moscow buchstab@mendeleev o.ru ... ers with Taras Panov and Nige Ray 1 Our aim is to bring geometric and combinatorial metho ds to b ear on the study omnioriented toric manifolds M , in the context of stably complex manifolds with compatible torus action ... Toric Manifolds and Complex Cob ordism (Russian). ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/buchstaber.pdf -- 117.1 Кб -- 30.05.2006
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679. http://higeom.math.msu.su/people/taras/TTC/slides/timashev-poster.pdf
Dmitri A. Timashev Torus actions of complexity one Let T = (Cв )r be a complex algebraic torus acting on an algebraic variety X . ... By Sumihiro's theorem X = Xi is covered by finitely many affine open T -stable subvarieties. ... The normal affine T -varieties of complexity 1 are in a 1ґ1 correspondence with the hypercones. ... Conclusion: Normal T -varieties of complexity 1 are in a 1ґ1 correspondence with finite collections of hypercones intersecting in their common hyperfaces, called hyperfans. ...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/timashev-poster.pdf -- 74.5 Кб -- 29.05.2006
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680. http://higeom.math.msu.su/people/taras/TTC/slides/gaifullin.pdf
... 1 Rational Pontrjagin classes. ... A formula for the first Pontrjagin class of any Brouwer manifold. ... Theorem (G., 2004) There is a cohomology class c H 1(2; Q) such that local formulae for the first Pontrjagin class are in one-to-one correspondence with cocycles c C 1(2; Q) representing c. The correspondence is given by the formula f (L ) = c ( ) Cohomology class c. The group H1(2; Z). ... deg pi = 4i. = · Each cocycle of T (Q) is a local formula for some polynomial in rational Pontrjagin...
[ Текст ]  Ссылки http://higeom.math.msu.su/people/taras/TTC/slides/gaifullin.pdf -- 92.9 Кб -- 26.05.2006
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