DOIAbstract
AbstractWe construct a finite 1-connected CW complex X such that H∗(ΩX;Z) has p-torsion for the infinitely many primes satisfying p≡5,7,17,19mod24, but no p-torsion for the infinitely many primes satisfying p≡13 or 23mod24
AbstractWe construct a finite 1-connected CW complex X such that H∗(ΩX;Z) has p-torsion for the infinitely many primes satisfying p≡5,7,17,19mod24, but no p-torsion for the infinitely many primes satisfying p≡13 or 23mod24
We answer a question raised by Hindry and Ratazzi concerning the intersection between cyclotomic ext...
We prove that the complement of a toric arrangement has the homotopy type of a minimal CW-complex. A...
AbstractWe consider the orbit spaces of the products of complex projective spaces under a diagonal f...
We construct a finite 1-connected CW complex X such that H-* (OmegaX; Z) has p-torsion for the infin...
AbstractLet K(n) be the nth Morava K-theory at a prime p, and let T(n) be the telescope of a vn-self...
Arrangements of Hyperplanes — Sapporo 2009The aim of this paper is to make sample computations with ...
These are notes for the series of lectures on \analytic torsion for families" I gave at the workshop...
These are notes for the series of lectures on \analytic torsion for families" I gave at the workshop...
AbstractLet X be a closed oriented Riemannian manifold with χ(X)=0 and b1(X)>0, and let φ:X→S1 be a ...
AbstractIn this survey the cohomology rings H∗(M3;Z2) of orientable Seifert and graph manifolds are ...
AbstractLetp be any prime. We consider Bo¨kstedt's topological refinementK(ℤ) → T(ℤ) = THH(ℤ)of the ...
We give an explicit description of the homology H∗(Q) of the universal Steenrod algebra Q for any od...
Given a double cover $\pi: \mathcal{G} \rightarrow \hat{\mathcal{G}}$ of finite groupoids, we explic...
We answer a question raised by Hindry and Ratazzi concerning the intersection between cyclotomic ext...
AbstractIn this paper we prove that the space Δ(Π¯n)/G is homotopy equivalent to a wedge of spheres ...
We answer a question raised by Hindry and Ratazzi concerning the intersection between cyclotomic ext...
We prove that the complement of a toric arrangement has the homotopy type of a minimal CW-complex. A...
AbstractWe consider the orbit spaces of the products of complex projective spaces under a diagonal f...
We construct a finite 1-connected CW complex X such that H-* (OmegaX; Z) has p-torsion for the infin...
AbstractLet K(n) be the nth Morava K-theory at a prime p, and let T(n) be the telescope of a vn-self...
Arrangements of Hyperplanes — Sapporo 2009The aim of this paper is to make sample computations with ...
These are notes for the series of lectures on \analytic torsion for families" I gave at the workshop...
These are notes for the series of lectures on \analytic torsion for families" I gave at the workshop...
AbstractLet X be a closed oriented Riemannian manifold with χ(X)=0 and b1(X)>0, and let φ:X→S1 be a ...
AbstractIn this survey the cohomology rings H∗(M3;Z2) of orientable Seifert and graph manifolds are ...
AbstractLetp be any prime. We consider Bo¨kstedt's topological refinementK(ℤ) → T(ℤ) = THH(ℤ)of the ...
We give an explicit description of the homology H∗(Q) of the universal Steenrod algebra Q for any od...
Given a double cover $\pi: \mathcal{G} \rightarrow \hat{\mathcal{G}}$ of finite groupoids, we explic...
We answer a question raised by Hindry and Ratazzi concerning the intersection between cyclotomic ext...
AbstractIn this paper we prove that the space Δ(Π¯n)/G is homotopy equivalent to a wedge of spheres ...
We answer a question raised by Hindry and Ratazzi concerning the intersection between cyclotomic ext...
We prove that the complement of a toric arrangement has the homotopy type of a minimal CW-complex. A...
AbstractWe consider the orbit spaces of the products of complex projective spaces under a diagonal f...
Add to ORKG