AbstractIn this paper we introduce a new and large family of configurations whose toric ideals possess quadratic Gröbner bases. As an application, a generalization of algebras of Segre–Veronese type will be studied
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
We present a new approach to construct T-equivariant flat toric degenerations of flag varieties and ...
An ideal I in a polynomial ring k[x1, . . . ,xn] is a nonempty set which is closed under addition an...
AbstractIn this paper we introduce a new and large family of configurations whose toric ideals posse...
Gröbner basis is a particular kind of a generating set of an ideal in the polynomial ring S = K[x1, ...
AbstractThe universal Gröbner basis of an ideal is a Gröbner basis with respect to all term orders s...
AbstractGröbner bases are distinguished sets of generators of ideals in polynomial rings. They can b...
AbstractWe introduce the theory of monoidal Gröbner bases, a concept which generalizes the familiar ...
AbstractIn this paper, we introduce the notion of “dynamical Gröbner bases” of polynomial ideals ove...
Families of polynomial ideals in high dimension but with symmetry often exhibit certain stabilizatio...
AbstractLet J be a strongly stable monomial ideal in S=K[x0,…,xn] and let Mf(J) be the family of all...
In the ring of polynomials k[x1,... ,xn] every ideal has a\ud special basis known as a Gröbner basis...
AbstractWe introduce and study the toric fiber product of two ideals in polynomial rings that are ho...
AbstractToric degenerations of polynomial ideals occur if one allows certain partial term orders in ...
International audienceA polynomial ideal encoding topplings in the abelian sandpile model on a graph...
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
We present a new approach to construct T-equivariant flat toric degenerations of flag varieties and ...
An ideal I in a polynomial ring k[x1, . . . ,xn] is a nonempty set which is closed under addition an...
AbstractIn this paper we introduce a new and large family of configurations whose toric ideals posse...
Gröbner basis is a particular kind of a generating set of an ideal in the polynomial ring S = K[x1, ...
AbstractThe universal Gröbner basis of an ideal is a Gröbner basis with respect to all term orders s...
AbstractGröbner bases are distinguished sets of generators of ideals in polynomial rings. They can b...
AbstractWe introduce the theory of monoidal Gröbner bases, a concept which generalizes the familiar ...
AbstractIn this paper, we introduce the notion of “dynamical Gröbner bases” of polynomial ideals ove...
Families of polynomial ideals in high dimension but with symmetry often exhibit certain stabilizatio...
AbstractLet J be a strongly stable monomial ideal in S=K[x0,…,xn] and let Mf(J) be the family of all...
In the ring of polynomials k[x1,... ,xn] every ideal has a\ud special basis known as a Gröbner basis...
AbstractWe introduce and study the toric fiber product of two ideals in polynomial rings that are ho...
AbstractToric degenerations of polynomial ideals occur if one allows certain partial term orders in ...
International audienceA polynomial ideal encoding topplings in the abelian sandpile model on a graph...
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
We present a new approach to construct T-equivariant flat toric degenerations of flag varieties and ...
An ideal I in a polynomial ring k[x1, . . . ,xn] is a nonempty set which is closed under addition an...
DOI
Add to ORKG