DOIAbstract
AbstractI extend two theorems of Edmonds concerning common independent vectors in two polymatroids. These results give a proof of conjecture of Fulkerson on the blocker associated with the collection of k-sets independent in two matroids
AbstractI extend two theorems of Edmonds concerning common independent vectors in two polymatroids. These results give a proof of conjecture of Fulkerson on the blocker associated with the collection of k-sets independent in two matroids
AbstractFor the class of matroids linearly representable over a field of characteristic 2, we prove ...
AbstractIn [On Mills's conjecture on matroids with many common bases, Discrete Math. 240 (2001) 271–...
AbstractLet B(M) denote the collection of bases of a matroid M. Truemper showed that if M1 and M2 ar...
AbstractLet M1 and M2 be two matroids on the same ground set S. We conjecture that if there do not e...
AbstractA characterization of the maximum-cardinality common independent sets of two matroids via an...
AbstractThe bases and the cocircuits of a matroid form a blocking pair of clutters; this fact leads ...
AbstractLet B(M) denote the collection of bases of a matroid M. Truemper showed that if M1 and M2 ar...
A theorem of Edmonds characterizes when a pair of matroids has a common basis. Enumerating the commo...
AbstractA characterization of the maximum-cardinality common independent sets of two matroids via an...
The present note is a strengthening of a recent paper by K. Takazawa and Y. Yokoi (A generalized-pol...
INST: L_200This thesis deals with partitioning the common ground set of two matroids into a minimum ...
AbstractThe bases and the cocircuits of a matroid form a blocking pair of clutters; this fact leads ...
AbstractLemos (Discrete Math. 240 (2001) 271–276) proved a conjecture of Mills (Discrete Math. 203 (...
Thesis (Ph.D.)--University of Washington, 2016-08The f-vector of a simplicial complex is a fundament...
AbstractWe present an elementary proof of the well-known theorem of Edmonds and Fulkerson that a mat...
AbstractFor the class of matroids linearly representable over a field of characteristic 2, we prove ...
AbstractIn [On Mills's conjecture on matroids with many common bases, Discrete Math. 240 (2001) 271–...
AbstractLet B(M) denote the collection of bases of a matroid M. Truemper showed that if M1 and M2 ar...
AbstractLet M1 and M2 be two matroids on the same ground set S. We conjecture that if there do not e...
AbstractA characterization of the maximum-cardinality common independent sets of two matroids via an...
AbstractThe bases and the cocircuits of a matroid form a blocking pair of clutters; this fact leads ...
AbstractLet B(M) denote the collection of bases of a matroid M. Truemper showed that if M1 and M2 ar...
A theorem of Edmonds characterizes when a pair of matroids has a common basis. Enumerating the commo...
AbstractA characterization of the maximum-cardinality common independent sets of two matroids via an...
The present note is a strengthening of a recent paper by K. Takazawa and Y. Yokoi (A generalized-pol...
INST: L_200This thesis deals with partitioning the common ground set of two matroids into a minimum ...
AbstractThe bases and the cocircuits of a matroid form a blocking pair of clutters; this fact leads ...
AbstractLemos (Discrete Math. 240 (2001) 271–276) proved a conjecture of Mills (Discrete Math. 203 (...
Thesis (Ph.D.)--University of Washington, 2016-08The f-vector of a simplicial complex is a fundament...
AbstractWe present an elementary proof of the well-known theorem of Edmonds and Fulkerson that a mat...
AbstractFor the class of matroids linearly representable over a field of characteristic 2, we prove ...
AbstractIn [On Mills's conjecture on matroids with many common bases, Discrete Math. 240 (2001) 271–...
AbstractLet B(M) denote the collection of bases of a matroid M. Truemper showed that if M1 and M2 ar...
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