AbstractLet f:M→N be a proper generic map between smooth manifolds with dimN−dimM=−1. We explicitly calculate the cohomology class dual to the closure of the set of points in N over which lies a specific singular fiber in terms of characteristic classes of M and N
AbstractThe purpose of this paper is to study special generic maps into R3. We prove the congruence ...
AbstractLet BG be the classifying space for stable spherical fibrations, and let V be a finite dimen...
The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Jos...
AbstractIn this paper we study the global topology of special generic maps; i.e., smooth maps of clo...
In this paper we extend Y.Eliashberg's $h$-principle to arbitrary generic smooth maps of smooth mani...
AbstractIn this paper we study the global topology of special generic maps; i.e., smooth maps of clo...
AbstractLet ξ be a smooth vector bundle over a differentiable manifold M. Let h:εn−i+1→ξ be a generi...
the universal complex of singular fibers and their application to map germs OSAMU SAEKI We give a ne...
"Theory of singularities of smooth mappings and around it". November 25～29, 2013. edited by Takashi ...
the universal complex of singular fibers and their application to map germs OSAMU SAEKI We give a ne...
Two locally generic maps f; g:Mn ! R2n1 are regularly homotopic if they lie in the same path-compone...
In this paper we classify the singular fibres of a stable maps from a closed 4-manifolds to a 3-mani...
AbstractBy using the Stein factorization of a map from a closed oriented m-manifold into the plane, ...
If a characteristic class for two vector bundles over the same base space does not coincide, then th...
Special generic maps are higher dimensional versions of Morse functions with exactly two singular po...
AbstractThe purpose of this paper is to study special generic maps into R3. We prove the congruence ...
AbstractLet BG be the classifying space for stable spherical fibrations, and let V be a finite dimen...
The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Jos...
AbstractIn this paper we study the global topology of special generic maps; i.e., smooth maps of clo...
In this paper we extend Y.Eliashberg's $h$-principle to arbitrary generic smooth maps of smooth mani...
AbstractIn this paper we study the global topology of special generic maps; i.e., smooth maps of clo...
AbstractLet ξ be a smooth vector bundle over a differentiable manifold M. Let h:εn−i+1→ξ be a generi...
the universal complex of singular fibers and their application to map germs OSAMU SAEKI We give a ne...
"Theory of singularities of smooth mappings and around it". November 25～29, 2013. edited by Takashi ...
the universal complex of singular fibers and their application to map germs OSAMU SAEKI We give a ne...
Two locally generic maps f; g:Mn ! R2n1 are regularly homotopic if they lie in the same path-compone...
In this paper we classify the singular fibres of a stable maps from a closed 4-manifolds to a 3-mani...
AbstractBy using the Stein factorization of a map from a closed oriented m-manifold into the plane, ...
If a characteristic class for two vector bundles over the same base space does not coincide, then th...
Special generic maps are higher dimensional versions of Morse functions with exactly two singular po...
AbstractThe purpose of this paper is to study special generic maps into R3. We prove the congruence ...
AbstractLet BG be the classifying space for stable spherical fibrations, and let V be a finite dimen...
The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Jos...
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