6 citations · 15 across the 3 of their papers we have counts for
3 papers
math.GT2005★ 6 cited
A geometric classification of immersions of 3-manifolds into 5-space
Andras Juhasz
In this paper we define two regular homotopy invariants c and i for immersions of oriented 3-manifolds into R^5 in a geometric manner. The pair (c(f),i(f)) completely describes the…
math.GT2005★ 4 cited
Regular homotopy classes of singular maps
Andras Juhasz
Two locally generic maps f,g : M^n --> R^{2n-1} are regularly homotopic if they lie in the same path-component of the space of locally generic maps. Our main result is that if n is…
math.GT2005★ 5 cited
Regular homotopy classes of locally generic mappings
Andras Juhasz
In this paper we generalize the notion of regular homotopy of immersions of a closed connected n-manifold into R^{2n-1} to locally generic mappings. The main result is that if n=2…