It was conjectured in the recent article by Eastwood and Isaev that all absolute classical invariants of forms of degree (Formula presented.) on (Formula presented.) can be extracted, in a canonical way, from those of forms of degree (Formula presented.
In order to make this thesis reasonably complete and yet keep within prescribed limits of space, it ...
In the study of shape theory one needs a set of invariants which are useful in determining when two ...
We study Alexander invariants associated to complements of complex hypersurfaces. We show that for a...
Abstract. In the recent articles [EI] and [AI], it was conjectured that all rational GLn-invariant f...
Let d≥3 , n≥2 . The object of our study is the morphism Φ , introduced in earlier articles by ...
We use classical invariant theory to construct invariants of complex graded Gorenstein algebras of f...
It was shown by J.N. Mather and S.S.-T. Yau that an isolated complex hypersurface singularity is com...
In the recent articles [5, 1], it was conjectured that all rational GLn-invariant functions of forms...
We survey our recently proposed method for constructing biholomorphic invariants of quasihomogeneous...
In this work we want to give an introduction to the theory of invariants for binary forms, in order ...
AbstractFirst steps in the algebraic invariant theory of vector-valued bilinear and sesquilinear for...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
AbstractSimple systems of invariants for rational and integral quadratic forms are given, and those ...
It is a classical problem to determine the explieit form of relative invariants. However, if it is t...
Geometric Invariant Theory (GIT) is developed in this text within the context of algebraic geometry ...
In order to make this thesis reasonably complete and yet keep within prescribed limits of space, it ...
In the study of shape theory one needs a set of invariants which are useful in determining when two ...
We study Alexander invariants associated to complements of complex hypersurfaces. We show that for a...
Abstract. In the recent articles [EI] and [AI], it was conjectured that all rational GLn-invariant f...
Let d≥3 , n≥2 . The object of our study is the morphism Φ , introduced in earlier articles by ...
We use classical invariant theory to construct invariants of complex graded Gorenstein algebras of f...
It was shown by J.N. Mather and S.S.-T. Yau that an isolated complex hypersurface singularity is com...
In the recent articles [5, 1], it was conjectured that all rational GLn-invariant functions of forms...
We survey our recently proposed method for constructing biholomorphic invariants of quasihomogeneous...
In this work we want to give an introduction to the theory of invariants for binary forms, in order ...
AbstractFirst steps in the algebraic invariant theory of vector-valued bilinear and sesquilinear for...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
AbstractSimple systems of invariants for rational and integral quadratic forms are given, and those ...
It is a classical problem to determine the explieit form of relative invariants. However, if it is t...
Geometric Invariant Theory (GIT) is developed in this text within the context of algebraic geometry ...
In order to make this thesis reasonably complete and yet keep within prescribed limits of space, it ...
In the study of shape theory one needs a set of invariants which are useful in determining when two ...
We study Alexander invariants associated to complements of complex hypersurfaces. We show that for a...