Add to ORKGWe prove that some of the classical homological stability results for configuration spaces of points in manifolds can be lifted to motivic cohomology.Comment: 13 pages. Comments welcom
We consider quotients of complete flag manifolds in Cn and Rn by an action of the symmetric group on...
We prove that the factorization homologies of a scheme with coefficients in truncated polynomial alg...
We prove that Morel-Voevodsky's stable $\mathbb{A}^1$-homotopy theory affords the universal six-func...
We study stability patterns in the high dimensional rational homology of unordered configuration spa...
Secondary homological stability is a recently discovered stability pattern for the homology of a seq...
In this thesis we study the homological behaviour of configuration spaces as the number of objects i...
We compare the log motivic stable homotopy category and the usual motivic stable homotopy category o...
We consider the ordered configuration space of $n$ open unit-diameter disks in the infinite strip of...
© 2014 Dr. TriThang TranThis thesis has two purposes. The first is to serve as an introductory surve...
We relate the group structure of van der Kallen on orbit sets of unimodular rows with values in a sm...
We prove homological stability for two different flavours of asymptotic monopole moduli spaces, name...
After improving some foundational connectivity results, we improve the relative Hurewicz theorem in ...
We show that mapping spaces in the p-local motivic stable category over an Fp-scheme are strictly co...
Abstract. We introduce new maps between configuration spaces of points in a background manifold, the...
We study the homotopy of the connected sum of a manifold with a projective space, viewed as a typica...
We consider quotients of complete flag manifolds in Cn and Rn by an action of the symmetric group on...
We prove that the factorization homologies of a scheme with coefficients in truncated polynomial alg...
We prove that Morel-Voevodsky's stable $\mathbb{A}^1$-homotopy theory affords the universal six-func...
We study stability patterns in the high dimensional rational homology of unordered configuration spa...
Secondary homological stability is a recently discovered stability pattern for the homology of a seq...
In this thesis we study the homological behaviour of configuration spaces as the number of objects i...
We compare the log motivic stable homotopy category and the usual motivic stable homotopy category o...
We consider the ordered configuration space of $n$ open unit-diameter disks in the infinite strip of...
© 2014 Dr. TriThang TranThis thesis has two purposes. The first is to serve as an introductory surve...
We relate the group structure of van der Kallen on orbit sets of unimodular rows with values in a sm...
We prove homological stability for two different flavours of asymptotic monopole moduli spaces, name...
After improving some foundational connectivity results, we improve the relative Hurewicz theorem in ...
We show that mapping spaces in the p-local motivic stable category over an Fp-scheme are strictly co...
Abstract. We introduce new maps between configuration spaces of points in a background manifold, the...
We study the homotopy of the connected sum of a manifold with a projective space, viewed as a typica...
We consider quotients of complete flag manifolds in Cn and Rn by an action of the symmetric group on...
We prove that the factorization homologies of a scheme with coefficients in truncated polynomial alg...
We prove that Morel-Voevodsky's stable $\mathbb{A}^1$-homotopy theory affords the universal six-func...