Add to ORKGIn this paper BP-theory is used to give a proof that there exists astable homotopy element in ?S2n+1?2(RP?) with non-zero Hurewicz imagein ju-theory if and only if there exists an element of ?S2n+1?2(S0) which is represented by a framed manifold of Arf invariant one
The $2$-primary homotopy $\beta$-family, defined as the collection of Mahowald invariants of Mahowal...
In this paper we give a geometric description of the general term and the differential of the Atiyah...
We show that the topological Pontryagin classes are algebraically independent in the rationalised co...
We prove the Hurewicz theorem in homotopy type theory, i.e., that for $X$ a pointed, $(n-1)$-connect...
We prove the Hurewicz theorem in homotopy type theory, i.e., that for $X$ a pointed, $(n-1)$-connect...
We give an elementary proof of the Hurewicz theorem relating homotopy and homology groups of a cubic...
AbstractGiven a prime p, we define a spectrum M(n) by the stable summand of the classifying space B(...
We determine the image of the 2-primary tmf-Hurewicz homomorphism, where tmf is the spectrum of topo...
For the last thirty years the EHP sequence has been a major conceptual tool in the attempt to unders...
AbstractAn book decomposition displays a manifold as the relative mapping torus of an automorphism o...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
For an $\A^1$-connected pointed simplicial sheaf $\sX$ over a perfect field $k$, we prove that the H...
We study the homotopy of the connected sum of a manifold with a projective space, viewed as a typica...
We determine $\pi_*(BDiff_\partial(D^{2n})) \otimes \mathbb{Q}$ for $2n \geq 6$ completely in degree...
In this paper, we construct cochain complexes generated by the cohomology of critical manifolds in t...
The $2$-primary homotopy $\beta$-family, defined as the collection of Mahowald invariants of Mahowal...
In this paper we give a geometric description of the general term and the differential of the Atiyah...
We show that the topological Pontryagin classes are algebraically independent in the rationalised co...
We prove the Hurewicz theorem in homotopy type theory, i.e., that for $X$ a pointed, $(n-1)$-connect...
We prove the Hurewicz theorem in homotopy type theory, i.e., that for $X$ a pointed, $(n-1)$-connect...
We give an elementary proof of the Hurewicz theorem relating homotopy and homology groups of a cubic...
AbstractGiven a prime p, we define a spectrum M(n) by the stable summand of the classifying space B(...
We determine the image of the 2-primary tmf-Hurewicz homomorphism, where tmf is the spectrum of topo...
For the last thirty years the EHP sequence has been a major conceptual tool in the attempt to unders...
AbstractAn book decomposition displays a manifold as the relative mapping torus of an automorphism o...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
For an $\A^1$-connected pointed simplicial sheaf $\sX$ over a perfect field $k$, we prove that the H...
We study the homotopy of the connected sum of a manifold with a projective space, viewed as a typica...
We determine $\pi_*(BDiff_\partial(D^{2n})) \otimes \mathbb{Q}$ for $2n \geq 6$ completely in degree...
In this paper, we construct cochain complexes generated by the cohomology of critical manifolds in t...
The $2$-primary homotopy $\beta$-family, defined as the collection of Mahowald invariants of Mahowal...
In this paper we give a geometric description of the general term and the differential of the Atiyah...
We show that the topological Pontryagin classes are algebraically independent in the rationalised co...