In a previous paper [6] we used the theory of the discriminant to obtain bounds on the extent to which versality breaks down within the target space of a non-versal unfolding, and in [4] the first author established a result (which we will shortly recall) which enables the precise list of exceptions to versality to b
We review the many different definitions of symmetry for constraint satisfaction problems (CSPs) tha...
\u3cp\u3eWe show that one-dimensional Euclidean preference profiles can not be characterized in term...
We find invariants of real hypersurfaces of $mathbb{C}^{2}$ with respect to the group of volume-pres...
The resultant R(f,g) of two polynomials f and g is an irreducible polynomial such that R(f,g) = 0 if...
We study the hypersurfaces of Euclidean space $E^n^+^1$ satisfying the condition $C\cdot\ C=fQ(g,C)$...
AbstractFor the symmetric groups S(n) with n ≥ 6 we construct representations which satisfy a strong...
We investigate transformations which are not symmetries of a theory but nevertheless leave invariant...
AbstractWe investigate transformations which are not symmetries of a theory but nevertheless leave i...
In this paper, we will show that the Hesselink stratification of a Hilbert scheme of hypersurfaces i...
We study the existence and stability of classical de Sitter solutions of type II supergravities with...
In this paper we provide a framework for the study of isoperimetric problems in finitely generated ...
In this paper we provide a framework for the study of isoperimetric problems in finitely generated ...
In view-obstruction problems, congruent copies of a closed, centrally symmetric, convex body C, cent...
We study the existence and stability of classical de Sitter solutions of type II supergravities with...
We find invariants of real hypersurfaces of $mathbb{C}^{2}$ with respect to the group of volume-pres...
We review the many different definitions of symmetry for constraint satisfaction problems (CSPs) tha...
\u3cp\u3eWe show that one-dimensional Euclidean preference profiles can not be characterized in term...
We find invariants of real hypersurfaces of $mathbb{C}^{2}$ with respect to the group of volume-pres...
The resultant R(f,g) of two polynomials f and g is an irreducible polynomial such that R(f,g) = 0 if...
We study the hypersurfaces of Euclidean space $E^n^+^1$ satisfying the condition $C\cdot\ C=fQ(g,C)$...
AbstractFor the symmetric groups S(n) with n ≥ 6 we construct representations which satisfy a strong...
We investigate transformations which are not symmetries of a theory but nevertheless leave invariant...
AbstractWe investigate transformations which are not symmetries of a theory but nevertheless leave i...
In this paper, we will show that the Hesselink stratification of a Hilbert scheme of hypersurfaces i...
We study the existence and stability of classical de Sitter solutions of type II supergravities with...
In this paper we provide a framework for the study of isoperimetric problems in finitely generated ...
In this paper we provide a framework for the study of isoperimetric problems in finitely generated ...
In view-obstruction problems, congruent copies of a closed, centrally symmetric, convex body C, cent...
We study the existence and stability of classical de Sitter solutions of type II supergravities with...
We find invariants of real hypersurfaces of $mathbb{C}^{2}$ with respect to the group of volume-pres...
We review the many different definitions of symmetry for constraint satisfaction problems (CSPs) tha...
\u3cp\u3eWe show that one-dimensional Euclidean preference profiles can not be characterized in term...
We find invariants of real hypersurfaces of $mathbb{C}^{2}$ with respect to the group of volume-pres...