The theory of matroids has been generalized to oriented matroids and, recently, to arithmetic matroids. We want to give a definition of “oriented arithmetic matroid” and prove some properties like the “uniqueness of orientation”
AbstractWe characterize the class of graphs in which the edges can be oriented in such a way that go...
We show that the orientation class of an oriented matroid of corank ⩾ 3 is completely determined by ...
AbstractFocusing on the interplay between properties of the Grassmann variety and properties of matr...
The theory of matroids has been generalized to oriented matroids and, recently, to arithmetic matroi...
AbstractIn this paper we define oriented matroids and develop their fundamental properties, which le...
AbstractIn this paper we define oriented matroids and develop their fundamental properties, which le...
AbstractIn this paper, the basic properties of oriented matroids are examined. A topological represe...
AbstractIn this paper, the basic properties of oriented matroids are examined. A topological represe...
We show that the orientation class of an oriented matroid of corank ⩾ 3 is completely determined by ...
Matroids and oriented matroids are fundamental objects in combinatorial geometry. While matroids mod...
AbstractWe define and study a new class of matroids: cubic matroids. Cubic matroids include, as a pa...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
AbstractMatroids and oriented matroids are fundamental objects in combinatorial geometry. While matr...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
AbstractWe characterize the class of graphs in which the edges can be oriented in such a way that go...
AbstractWe characterize the class of graphs in which the edges can be oriented in such a way that go...
We show that the orientation class of an oriented matroid of corank ⩾ 3 is completely determined by ...
AbstractFocusing on the interplay between properties of the Grassmann variety and properties of matr...
The theory of matroids has been generalized to oriented matroids and, recently, to arithmetic matroi...
AbstractIn this paper we define oriented matroids and develop their fundamental properties, which le...
AbstractIn this paper we define oriented matroids and develop their fundamental properties, which le...
AbstractIn this paper, the basic properties of oriented matroids are examined. A topological represe...
AbstractIn this paper, the basic properties of oriented matroids are examined. A topological represe...
We show that the orientation class of an oriented matroid of corank ⩾ 3 is completely determined by ...
Matroids and oriented matroids are fundamental objects in combinatorial geometry. While matroids mod...
AbstractWe define and study a new class of matroids: cubic matroids. Cubic matroids include, as a pa...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
AbstractMatroids and oriented matroids are fundamental objects in combinatorial geometry. While matr...
Matroids have been defined in 1935 as generalization of graphs and matrices. Starting from the 1950...
AbstractWe characterize the class of graphs in which the edges can be oriented in such a way that go...
AbstractWe characterize the class of graphs in which the edges can be oriented in such a way that go...
We show that the orientation class of an oriented matroid of corank ⩾ 3 is completely determined by ...
AbstractFocusing on the interplay between properties of the Grassmann variety and properties of matr...