AbstractIn this paper we first show that some families of fibers of certain fibrations are neither R2 nor Tg-CS∞-critical and then, in the last section, we show that the finite families of disjoint generalized Hawaiian earrings are neither R2 nor Tg-CS∞-critical
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
Let $g_t$ be a loop in the space of monic complex polynomials in one variable of fixed degree $n$. I...
We study the Rouquier dimension of wrapped Fukaya categories of Liouville manifolds and pairs, and a...
AbstractIn this paper we first show that some families of fibers of certain fibrations are neither R...
AbstractIn this paper we first study the topology of certain manifold complements. The obtained resu...
AbstractMilnor considered real polynomial maps f:Rm → Rk (m ⩾ k ⩾ 2) with 0 an isolated critical poi...
International audienceLet $(M,g)$ be a compact Riemannian manifold on dimension $n \geq 4$ not confo...
We develop a set of tools for doing computations in and of (partially) wrapped Fukaya categories. In...
AbstractLet N be an orientable circle-bundle over the Klein bottle with obstruction b. The aim of th...
The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Jos...
AbstractWe consider germs of holomorphic function f:(Cn+1,0)→C with the following properties: Ȃthe c...
It is a well-known result that a $\mathcal C^1$-mapping defined on an open subset $ \Omega$ of a Ban...
AbstractWe consider functions with isolated critical points on a closed surface. We prove that in a ...
AbstractA Morse 1-singularity is a germ f:(C3,0)→(C,0) with a 1-dimensional singular set, Σ(f), such...
Let $Crit M$ denote the minimal number of critical points (not necessarily non-degenerate) on a clos...
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
Let $g_t$ be a loop in the space of monic complex polynomials in one variable of fixed degree $n$. I...
We study the Rouquier dimension of wrapped Fukaya categories of Liouville manifolds and pairs, and a...
AbstractIn this paper we first show that some families of fibers of certain fibrations are neither R...
AbstractIn this paper we first study the topology of certain manifold complements. The obtained resu...
AbstractMilnor considered real polynomial maps f:Rm → Rk (m ⩾ k ⩾ 2) with 0 an isolated critical poi...
International audienceLet $(M,g)$ be a compact Riemannian manifold on dimension $n \geq 4$ not confo...
We develop a set of tools for doing computations in and of (partially) wrapped Fukaya categories. In...
AbstractLet N be an orientable circle-bundle over the Klein bottle with obstruction b. The aim of th...
The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Jos...
AbstractWe consider germs of holomorphic function f:(Cn+1,0)→C with the following properties: Ȃthe c...
It is a well-known result that a $\mathcal C^1$-mapping defined on an open subset $ \Omega$ of a Ban...
AbstractWe consider functions with isolated critical points on a closed surface. We prove that in a ...
AbstractA Morse 1-singularity is a germ f:(C3,0)→(C,0) with a 1-dimensional singular set, Σ(f), such...
Let $Crit M$ denote the minimal number of critical points (not necessarily non-degenerate) on a clos...
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
Let $g_t$ be a loop in the space of monic complex polynomials in one variable of fixed degree $n$. I...
We study the Rouquier dimension of wrapped Fukaya categories of Liouville manifolds and pairs, and a...
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