Add to ORKGWe study the problem when an ideal generated by adjacent $2$-minors is the toric ideal of a finite graph
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...
Abstract. In combinatorial commutative algebra and algebraic statistics many toric ideals are constr...
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...
Abstract. Let G be a simple graph on the vertex set {1,..., n}. An algebraic object attached to G is...
Let $G$ be a simple graph on the vertex set ${1,\ldots,n}$. An algebraic object attached to $G$ is t...
International audienceIn this paper, we investigate three problems concerning the toric ideal associ...
International audienceIn this paper, we investigate three problems concerning the toric ideal associ...
Neil White has conjectured that the toric ideal associated with a matroid is generated by quadratic ...
AbstractUsing a generalized notion of matching in a simplicial complex and circuits of vector config...
We study the family of graphs whose number of primitive cycles equals its cycle rank. It is shown th...
Let I⊆R=K[x1,…,xn] be a toric ideal, i.e., a binomial prime ideal. We investigate when the ideal I c...
By Robertson and Seymour's graph minor theorem, every minor ideal can be characterised by a finite f...
AbstractWe study the family of graphs whose number of primitive cycles equals its cycle rank. It is ...
Cut ideals are used in algebraic statistics to study statistical mod-els defined by graphs. Intuitiv...
Toric ideals are binomial ideals which represent the algebraic relations of finite sets of power-pro...
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...
Abstract. In combinatorial commutative algebra and algebraic statistics many toric ideals are constr...
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...
Abstract. Let G be a simple graph on the vertex set {1,..., n}. An algebraic object attached to G is...
Let $G$ be a simple graph on the vertex set ${1,\ldots,n}$. An algebraic object attached to $G$ is t...
International audienceIn this paper, we investigate three problems concerning the toric ideal associ...
International audienceIn this paper, we investigate three problems concerning the toric ideal associ...
Neil White has conjectured that the toric ideal associated with a matroid is generated by quadratic ...
AbstractUsing a generalized notion of matching in a simplicial complex and circuits of vector config...
We study the family of graphs whose number of primitive cycles equals its cycle rank. It is shown th...
Let I⊆R=K[x1,…,xn] be a toric ideal, i.e., a binomial prime ideal. We investigate when the ideal I c...
By Robertson and Seymour's graph minor theorem, every minor ideal can be characterised by a finite f...
AbstractWe study the family of graphs whose number of primitive cycles equals its cycle rank. It is ...
Cut ideals are used in algebraic statistics to study statistical mod-els defined by graphs. Intuitiv...
Toric ideals are binomial ideals which represent the algebraic relations of finite sets of power-pro...
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...
Abstract. In combinatorial commutative algebra and algebraic statistics many toric ideals are constr...
For all integers 4 ≤ r ≤ d, we show that there exists a finite simple graph G = Gr,d with toric idea...