Add to ORKGThis paper deals with teh relationships between two classes of infinte matroids--the classes of matroids of arbitrary cardinality and of independence spaces primarily with the help of hyperplane set approach and sometimes of closure operator approach
We show that for any group H (finite or infinite) there exists an independence structure with automo...
INST: L_200This thesis deals with partitioning the common ground set of two matroids into a minimum ...
AbstractThe oriented matroid is a structure combining the notions of independent set and opposite el...
This paper deals with teh relationships between two classes of infinte matroids--the classes of matr...
AbstractThe problem of decomposing an independence system into the set-theoretic union of matroids i...
AbstractBy generalizing matroid axiomatics we provide a framework in which independence systems may ...
We present two systems of closure axioms for a matroid with the assistance of Galois connections. Th...
Using the closure operator axioms for a matroid presented here, for all the matroids defined on the ...
In this article, the connections amid matroid and other notions have been studied. The structure of ...
AbstractWe consider a class of matroids which we call ordered matroids. We show that these are the m...
This thesis is in two parts. The first two chapters deal with infinite matroids and the remaining th...
AbstractWe show that for any group H (finite or infinite) there exists an independence structure wit...
Algebraic matroids are combinatorial objects that can be extracted from geometric problems, describi...
A universal algebra 𝔸 with underlying set A is said to be a matroid algebra if ⟨A, ⟨•⟩⟩ wher...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
We show that for any group H (finite or infinite) there exists an independence structure with automo...
INST: L_200This thesis deals with partitioning the common ground set of two matroids into a minimum ...
AbstractThe oriented matroid is a structure combining the notions of independent set and opposite el...
This paper deals with teh relationships between two classes of infinte matroids--the classes of matr...
AbstractThe problem of decomposing an independence system into the set-theoretic union of matroids i...
AbstractBy generalizing matroid axiomatics we provide a framework in which independence systems may ...
We present two systems of closure axioms for a matroid with the assistance of Galois connections. Th...
Using the closure operator axioms for a matroid presented here, for all the matroids defined on the ...
In this article, the connections amid matroid and other notions have been studied. The structure of ...
AbstractWe consider a class of matroids which we call ordered matroids. We show that these are the m...
This thesis is in two parts. The first two chapters deal with infinite matroids and the remaining th...
AbstractWe show that for any group H (finite or infinite) there exists an independence structure wit...
Algebraic matroids are combinatorial objects that can be extracted from geometric problems, describi...
A universal algebra 𝔸 with underlying set A is said to be a matroid algebra if ⟨A, ⟨•⟩⟩ wher...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
We show that for any group H (finite or infinite) there exists an independence structure with automo...
INST: L_200This thesis deals with partitioning the common ground set of two matroids into a minimum ...
AbstractThe oriented matroid is a structure combining the notions of independent set and opposite el...