AbstractWe construct all 3-connected matroids with circumference equal to 6 having rank at least 8. A matroid belongs to this family if and only if it is a generalized parallel connection of a set of planes along a common line (which may have some virtual points)
AbstractIn this paper we prove the following theorem: Let M be a 3-connected matroid other than the ...
This paper proves that, for every integernexceeding two, there is a numberN(n) such that every 3-con...
Subject to announced results by Geelen, Gerards, and Whittle [Towards a structure theory for matrice...
AbstractIn this paper, we construct all 3-connected binary matroids with circumference equal to 6 or...
AbstractWe construct all 3-connected matroids with circumference equal to 6 having rank at least 8. ...
This paper proves several extremal results for 3-connected matroids. In particular, it is shown that...
AbstractLemos and Oxley proved that if M is a connected matroid with |E(M)|⩾3r(M), then M has a circ...
AbstractThis paper proves several extremal results for 3-connected matroids. In particular, it is sh...
This paper proves several extremal results for 3-connected matroids. In particular, it is shown that...
AbstractAn element e of a 3-connected matroid M is said to be contractible provided that M/e is 3-co...
AbstractIn this paper, we prove a conjecture proposed by Leo: a large minimally 3-connected matroid ...
We show that for any 3-connected matroid M on a ground set of at least four elements such that M doe...
Lovasz, Schrijver, and Seymour have shown that if a connected matroid M has a largest circuit of siz...
AbstractLet M be a 3-connected matroid that is not a wheel or a whirl. In this paper, we prove that ...
AbstractIn this paper we answer a question of Oxley. We will show that if M is a 3-connected matroid...
AbstractIn this paper we prove the following theorem: Let M be a 3-connected matroid other than the ...
This paper proves that, for every integernexceeding two, there is a numberN(n) such that every 3-con...
Subject to announced results by Geelen, Gerards, and Whittle [Towards a structure theory for matrice...
AbstractIn this paper, we construct all 3-connected binary matroids with circumference equal to 6 or...
AbstractWe construct all 3-connected matroids with circumference equal to 6 having rank at least 8. ...
This paper proves several extremal results for 3-connected matroids. In particular, it is shown that...
AbstractLemos and Oxley proved that if M is a connected matroid with |E(M)|⩾3r(M), then M has a circ...
AbstractThis paper proves several extremal results for 3-connected matroids. In particular, it is sh...
This paper proves several extremal results for 3-connected matroids. In particular, it is shown that...
AbstractAn element e of a 3-connected matroid M is said to be contractible provided that M/e is 3-co...
AbstractIn this paper, we prove a conjecture proposed by Leo: a large minimally 3-connected matroid ...
We show that for any 3-connected matroid M on a ground set of at least four elements such that M doe...
Lovasz, Schrijver, and Seymour have shown that if a connected matroid M has a largest circuit of siz...
AbstractLet M be a 3-connected matroid that is not a wheel or a whirl. In this paper, we prove that ...
AbstractIn this paper we answer a question of Oxley. We will show that if M is a 3-connected matroid...
AbstractIn this paper we prove the following theorem: Let M be a 3-connected matroid other than the ...
This paper proves that, for every integernexceeding two, there is a numberN(n) such that every 3-con...
Subject to announced results by Geelen, Gerards, and Whittle [Towards a structure theory for matrice...
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