AbstractIn this paper we use May's algebraic approach to Steenrod operation in conjunction with Munkholm's notion of shc-algebra in order to introduce what we call a π-shc-algebra. (π is a cyclic group of order a fixed prime p.) We prove that the homology and the Hochschild homology of a π-shc-algebra have natural Steenrod operations. Our main topological example is the free loop space. We prove that the Jones’ isomorphism preserves Steenrod operations
c ○ Angela Klamt (according to the Danish legislation) In this thesis natural operations on the (hig...
Abstract. We define a dg-category of looped diagrams which we use to construct operations on the Hoc...
AbstractLet X be a simply connected space and K be any field. The normalized singular cochains N∗(X;...
For a commutative Hopf algebra A over ℤ/p, where p is a prime integer, we define the Steenrod operat...
For a commutative Hopf algebra A over Z/p, where p is a prime integer, we define the Steenrod operat...
We study the (bigraded) homology of the universal Steenrod algebra Q over the prime field F2, and we...
We describe bialgebras of lower-indexed algebraic Steenrod operations over the field with p elements...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
Abstract. We give a general method for constructing explicit and natural operations on the Hochschil...
Abstract. A natural isomorphism between the cyclic object computing the relative cyclic homology of ...
AbstractThe study of the action of the Steenrod algebra on the mod p cohomology of spaces has many a...
Steenrod defined in 1947 the Steenrod squares on the mod 2 cohomology of spaces using explicit cocha...
AbstractWe use the Steenrod algebra to study the Chow ring CH*BG of the classifying space of an alge...
This article contains a collection of results and problems about the Steenrod algebra and related al...
Given a simply connected space X with polynomial cohomology H ∗ ( X ; Z 2 ) , we calculate the loop ...
c ○ Angela Klamt (according to the Danish legislation) In this thesis natural operations on the (hig...
Abstract. We define a dg-category of looped diagrams which we use to construct operations on the Hoc...
AbstractLet X be a simply connected space and K be any field. The normalized singular cochains N∗(X;...
For a commutative Hopf algebra A over ℤ/p, where p is a prime integer, we define the Steenrod operat...
For a commutative Hopf algebra A over Z/p, where p is a prime integer, we define the Steenrod operat...
We study the (bigraded) homology of the universal Steenrod algebra Q over the prime field F2, and we...
We describe bialgebras of lower-indexed algebraic Steenrod operations over the field with p elements...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
Abstract. We give a general method for constructing explicit and natural operations on the Hochschil...
Abstract. A natural isomorphism between the cyclic object computing the relative cyclic homology of ...
AbstractThe study of the action of the Steenrod algebra on the mod p cohomology of spaces has many a...
Steenrod defined in 1947 the Steenrod squares on the mod 2 cohomology of spaces using explicit cocha...
AbstractWe use the Steenrod algebra to study the Chow ring CH*BG of the classifying space of an alge...
This article contains a collection of results and problems about the Steenrod algebra and related al...
Given a simply connected space X with polynomial cohomology H ∗ ( X ; Z 2 ) , we calculate the loop ...
c ○ Angela Klamt (according to the Danish legislation) In this thesis natural operations on the (hig...
Abstract. We define a dg-category of looped diagrams which we use to construct operations on the Hoc...
AbstractLet X be a simply connected space and K be any field. The normalized singular cochains N∗(X;...
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