AbstractGeneric linkage is used to compute a prime ideal such that the radical of the initial ideal of the prime ideal is equal to the radical of a given codimension two monomial ideal that has Cohen–Macaulay quotient ring
AbstractMonomial ideals which are generic with respect to either their generators or irreducible com...
Let $S$ be a polynomial ring over a field $K$ and let $I$ be a monomial ideal of $S$. We say that $I...
AbstractIn this paper we will compare the connectivity dimension c(P/I) of an ideal I in a polynomia...
AbstractGeneric linkage is used to compute a prime ideal such that the radical of the initial ideal ...
AbstractLetRbe a Noetherian commutative ring with identity,Ka field and π a ring homomorphism fromRt...
AbstractWe present criteria for the Cohen–Macaulayness of a monomial ideal in terms of its primary d...
This thesis gives background information on algebra and Gröbner bases to solve the following problem...
AbstractTwo-dimensional squarefree monomial ideals can be seen as the Stanley–Reisner ideals of grap...
We present an algorithm for determining whether an ideal in a polynomial ring is prime or not. We us...
We present an algorithm for determining whether an ideal in a polynomial ring is prime or not. We us...
AbstractWe study the set of Cohen–Macaulay monomial ideals with a given radical. Among this set of i...
AbstractLet R be a polynomial ring over a field with r variables. Let P be a homogeneous ideal of R ...
We present an algorithm to compute the primary decomposition of any ideal in a polynomialring over a...
In this thesis, we study two problems related to Gröbner basis theory: degree bounds for general id...
In this thesis we classify all unmixed monomial ideals I of codimension 2 which are generically a co...
AbstractMonomial ideals which are generic with respect to either their generators or irreducible com...
Let $S$ be a polynomial ring over a field $K$ and let $I$ be a monomial ideal of $S$. We say that $I...
AbstractIn this paper we will compare the connectivity dimension c(P/I) of an ideal I in a polynomia...
AbstractGeneric linkage is used to compute a prime ideal such that the radical of the initial ideal ...
AbstractLetRbe a Noetherian commutative ring with identity,Ka field and π a ring homomorphism fromRt...
AbstractWe present criteria for the Cohen–Macaulayness of a monomial ideal in terms of its primary d...
This thesis gives background information on algebra and Gröbner bases to solve the following problem...
AbstractTwo-dimensional squarefree monomial ideals can be seen as the Stanley–Reisner ideals of grap...
We present an algorithm for determining whether an ideal in a polynomial ring is prime or not. We us...
We present an algorithm for determining whether an ideal in a polynomial ring is prime or not. We us...
AbstractWe study the set of Cohen–Macaulay monomial ideals with a given radical. Among this set of i...
AbstractLet R be a polynomial ring over a field with r variables. Let P be a homogeneous ideal of R ...
We present an algorithm to compute the primary decomposition of any ideal in a polynomialring over a...
In this thesis, we study two problems related to Gröbner basis theory: degree bounds for general id...
In this thesis we classify all unmixed monomial ideals I of codimension 2 which are generically a co...
AbstractMonomial ideals which are generic with respect to either their generators or irreducible com...
Let $S$ be a polynomial ring over a field $K$ and let $I$ be a monomial ideal of $S$. We say that $I...
AbstractIn this paper we will compare the connectivity dimension c(P/I) of an ideal I in a polynomia...
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