Equivariant
Equivariant In mathematics, an equivariant map is a function between two sets ... X → Y is said to be equivariant if f(g�x) = g�f(x) for all ... g�x) = f(x)�g −1 ; (left-right) Equivariant maps are homomorphisms in the category of ... Isomorphisms of G-sets are simply bijective equivariant maps. The equivariance condition can also ...
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Equivariant cohomology
Equivariant cohomology In mathematics, equivariant cohomology is a theory from algebraic topology ... math>G\times X\rightarrow X, equivariant cohomology determines a graded ring $H^*\_GX,$ the equivariant cohomology ring. If $G$ is ... cohomology of $G$. Outline construction Equivariant cohomology can be constructed as the ...
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User:Charles Matthews/AtiyahVI
... index - Eilenberg swindle - elliptic cohomology - Elliptic genus - equivariant cohomology - equivariant Euler class - Equivariant K-theory - equivariant signature theorem - eta-invariant - framing of a ...
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Cartan connection
... P,V) be the space of equivariant V-valued functions on P, so that ... P,V) be the space of equivariant V-valued q-forms on P. In ... may be thought of as an H-equivariant map $P\backslash rightarrow\; V$. This ... lift $\backslash bar\{X\}$, (2) be equivariant, so that it descends to a section ...
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Delta operator
... mathematics, a delta operator is a shift-equivariant linear operator Q on the vector space ... one. To say that Q is shift-equivariant means that if f(x) = g(x ... operator is defined to be a shift-equivariant linear transformation on polynomials in x that ...
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Sheffer sequence
... n (x) = np n−1 (x) is shift-equivariant. To say that Q is shift-equivariant means that if f(x) = g(x ... Generally, a delta operator is a shift-equivariant linear operator on polynomials that reduces degree ...
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Binomial type
... np_{n-1}(x) is shift-equivariant, and p 0 (x) = 1 for all ... The statement that this operator is shift-equivariant is the same as saying that the ... a delta operator, i.e., a shift-equivariant linear transformation on the space of polynomials ...
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Space/large house 澤   (translated from Japanese)
... Uzawa Table of contents Master dissertation ON equivariant completions of algebraic symmetric spaces Finite Coxeter ... Sections of Line Bundles Principal dissertation ON Equivariant Completions of Algebraic Symmetric Spaces Algebraic and ...
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Cartan model
... a differential graded algebra that computes the equivariant cohomology of a space. Reference Stefan Cordes ... Ramgoolam, Lectures on 2D Yang-Mills Theory, Equivariant Cohomology and Topological Field Theories, arXiv:hep ...
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User:Mathbot/List of mathematical redlinks (E)
... Equivalent resistance -- Equivalent (semigroup theory) -- Equivalent set -- Equivariant differential forms -- Equivariant Tamagawa number conjecture -- ER E.R. van ...
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