Matroids arise from the abstract notion of dependency. Matroids can be studied from different points of view. From linear algebra we know matrices, which can be seen as matroids, however matroids generalise the concept of dependency. In matroids there also is combinatorics, graph theory and geometry. This project wants to be an introduction to matroids throughout two its families: positroids and lattice path matroids. Starting with basic definitions and examples the project reaches deeper and more interesting relations between these two families
Matroids are combinatorial objects that capture abstractly the essence of dependence. The Tutte poly...
Algebraic matroids are combinatorial objects that can be extracted from geometric problems, describi...
Algebraic matroids are combinatorial objects defined by the set of coordinates of an algebraic varie...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
Abstract. Matroids were introduced by Whitney in 1935 to try to capture abstractly the essence of de...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Abstract. Matroids were introduced by Whitney in 1935 to try to capture abstractly the essence of de...
In this article, the connections amid matroid and other notions have been studied. The structure of ...
This paper studies structural aspects of lattice path matroids. Among the basic topics treated are d...
This paper studies structural aspects of lattice path matroids. Among the basic topics treated are d...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
Matroids are combinatorial objects that capture abstractly the essence of dependence. The Tutte poly...
Algebraic matroids are combinatorial objects that can be extracted from geometric problems, describi...
Algebraic matroids are combinatorial objects defined by the set of coordinates of an algebraic varie...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
Matroids arise from the abstract notion of dependency. Matroids can be studied from different points...
Abstract. Matroids were introduced by Whitney in 1935 to try to capture abstractly the essence of de...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950s...
Abstract. Matroids were introduced by Whitney in 1935 to try to capture abstractly the essence of de...
In this article, the connections amid matroid and other notions have been studied. The structure of ...
This paper studies structural aspects of lattice path matroids. Among the basic topics treated are d...
This paper studies structural aspects of lattice path matroids. Among the basic topics treated are d...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
Matroids are combinatorial objects that capture abstractly the essence of dependence. The Tutte poly...
Algebraic matroids are combinatorial objects that can be extracted from geometric problems, describi...
Algebraic matroids are combinatorial objects defined by the set of coordinates of an algebraic varie...