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Uniform matroid
Parameterized Algorithms Using Matroids Lecture I: Matroid Basics and Its Use As Data Structure
Lecture 0: Matroid Basics
Branch-Depth: Generalizing Tree-Depth of Graphs
Matroids Graphs Give Isomorphic Matroid Structure?
A Gentle Introduction to Matroid Algorithmics
Obstructions for Bounded Branch-Depth in Matroids
On the Interplay Between Graphs and Matroids
Matroid Is Representable Over GF (2), but Not Over Any Other field
Two Algorithms for the Matroid Secretary Problem
Aspects of Connectivity with Matroid Constraints in Graphs Quentin Fortier
What Is a Matroid?
Matroid Theory.) Given a Matroid M, There Is a Naturally Constructed Dual Matroid M ∗ on the Same Underlying Set
Finding Branch-Decompositions and Rank-Decompositions
Polynomial Aspects of Codes, Matroids and Permutation Groups
Arxiv:1607.06291V3 [Math.CO] 21 Mar 2017 the Matroid M Is a Split Matroid If the Split Facets of P (M) Satisfy a Compatibility Condition
Introduction to Extremal Matroid Theory with an Emphasis on the Geometric Perspective
Matroid Basics
Obstruction for Bounded Branch-Depth in Matroids
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CME 305: Discrete Mathematics and Algorithms Lecture 4