AbstractLet G be a cyclic group acting smoothly on a connected closed manifold M with nonempty fixed point set F. Let Θx be the representation of G defined by the induced G linear action on the tangent space Tx(M) at x ϵ F. In this paper, we study the relations between the cohomology of M and the equivalent representations of G at fixed points
If a locally compact group G acts properly on a locally compact space X, then the induced action on ...
The mapping class group of a d-pointed Riemann surface has a natural C∞ action on any moduli s...
If M2n is a cohomology CPn and p is an odd prime, let Gp be the cyclic group of order p. A Type I I0...
AbstractLet G be a cyclic group acting smoothly on a connected closed manifold M with nonempty fixed...
Abstract. Stowe’s Theorem on the stability of the fixed points of a C2 action of a finitely generate...
AbstractIn this paper we consider relations between characteristic classes and fixed point sets of g...
Fixed point data of nite groups acting on 3{manifolds Peter E. Frenkel Abstract We consider fully ee...
AbstractA collection of various consequences of the existence of finite cyclic group actions on simp...
Many of the existing results for closed Hamiltonian G-manifolds are based on the analysis of the cor...
AbstractLet p be a prime and G = (Zp)r or (S1)r. Suppose G acts smoothly on a closed manifold Mn wit...
AbstractLet Mn be a smooth manifold with smooth vector fields v1, v2. The 1-parameter groups defined...
In this note we show that, for any proper action of a Banach-Lie group G on a Banach manifold M, the...
Abstract. Let M1 and M2 be two n-dimensional smooth manifolds with boundary. Suppose we glue M1 and ...
ABSTRACT. We give a simple argument to show that if α is an affine isometric action of a product G×H...
Suppose G is a real algebraic group. We investigate which algebraic sub-groups can arise as point st...
If a locally compact group G acts properly on a locally compact space X, then the induced action on ...
The mapping class group of a d-pointed Riemann surface has a natural C∞ action on any moduli s...
If M2n is a cohomology CPn and p is an odd prime, let Gp be the cyclic group of order p. A Type I I0...
AbstractLet G be a cyclic group acting smoothly on a connected closed manifold M with nonempty fixed...
Abstract. Stowe’s Theorem on the stability of the fixed points of a C2 action of a finitely generate...
AbstractIn this paper we consider relations between characteristic classes and fixed point sets of g...
Fixed point data of nite groups acting on 3{manifolds Peter E. Frenkel Abstract We consider fully ee...
AbstractA collection of various consequences of the existence of finite cyclic group actions on simp...
Many of the existing results for closed Hamiltonian G-manifolds are based on the analysis of the cor...
AbstractLet p be a prime and G = (Zp)r or (S1)r. Suppose G acts smoothly on a closed manifold Mn wit...
AbstractLet Mn be a smooth manifold with smooth vector fields v1, v2. The 1-parameter groups defined...
In this note we show that, for any proper action of a Banach-Lie group G on a Banach manifold M, the...
Abstract. Let M1 and M2 be two n-dimensional smooth manifolds with boundary. Suppose we glue M1 and ...
ABSTRACT. We give a simple argument to show that if α is an affine isometric action of a product G×H...
Suppose G is a real algebraic group. We investigate which algebraic sub-groups can arise as point st...
If a locally compact group G acts properly on a locally compact space X, then the induced action on ...
The mapping class group of a d-pointed Riemann surface has a natural C∞ action on any moduli s...
If M2n is a cohomology CPn and p is an odd prime, let Gp be the cyclic group of order p. A Type I I0...
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