We give analogue of singular homology for local-product topological space. We suggest that it can be generalized to multi-foliate structure
Abstract Let R n be an n-dimensional Euclidean space and F ϕ be the foliation defined by levels of a...
Abstract: Topological groups, particularly, Lie groups are very important in differential geometry, ...
AbstractIn this paper, we investigate the concept of local equivalence relation, a notion suggested ...
A major part of topology is the study of properties of topological spaces that are invariant under h...
Singular homology is a beautiful theory, in which we can see a clear correspondence between Algebra ...
The paper investigates a homology theory based on the ideas of Milnor and Thurston that by consideri...
A foliated space M of dimension n is a continuum which has a local product structure: every point x ...
This thesis studies the geometric properties related to certain transversality statements on singula...
summary:In this paper we extend the Eilenberg-Steenrod axiomatic description of a homology theory fr...
We formulate three slightly different notions of oriented singular homology and show that all three ...
© 2018, Springer Nature B.V. We introduce a notion of equivalence for singular foliations—understood...
Abstract. In this paper we introduce various associative products on the homology of the space of kn...
We have already introduced a topological structure on the dual spaces of fundamental locally multipl...
A generalized Nash Blow-up M' with respect to coherent subsheaves of locally free sheaves is defined...
In this paper we introduce the singular homology theory. First, we develop its main characteristics ...
Abstract Let R n be an n-dimensional Euclidean space and F ϕ be the foliation defined by levels of a...
Abstract: Topological groups, particularly, Lie groups are very important in differential geometry, ...
AbstractIn this paper, we investigate the concept of local equivalence relation, a notion suggested ...
A major part of topology is the study of properties of topological spaces that are invariant under h...
Singular homology is a beautiful theory, in which we can see a clear correspondence between Algebra ...
The paper investigates a homology theory based on the ideas of Milnor and Thurston that by consideri...
A foliated space M of dimension n is a continuum which has a local product structure: every point x ...
This thesis studies the geometric properties related to certain transversality statements on singula...
summary:In this paper we extend the Eilenberg-Steenrod axiomatic description of a homology theory fr...
We formulate three slightly different notions of oriented singular homology and show that all three ...
© 2018, Springer Nature B.V. We introduce a notion of equivalence for singular foliations—understood...
Abstract. In this paper we introduce various associative products on the homology of the space of kn...
We have already introduced a topological structure on the dual spaces of fundamental locally multipl...
A generalized Nash Blow-up M' with respect to coherent subsheaves of locally free sheaves is defined...
In this paper we introduce the singular homology theory. First, we develop its main characteristics ...
Abstract Let R n be an n-dimensional Euclidean space and F ϕ be the foliation defined by levels of a...
Abstract: Topological groups, particularly, Lie groups are very important in differential geometry, ...
AbstractIn this paper, we investigate the concept of local equivalence relation, a notion suggested ...