Add to ORKGAbstract. In joint work with Nils Skoruppa, we study Jacobi forms of singular andcritical weight whose index is an integral positive lattice L of arbitrary rank. Such Jacobiforms are rare and are very often meaningful contexts ranging from moduli spaces ofalgebraic varieties over infinite dimensional Lie algebras to quantum field theory. Yetthey can be very explicitly described. In this talk, I report about corresponding recentresults, in particular, results concerning the explicit description and classification of theseforms
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...
Abstract. In recent work we computed, for any totally real number field K with ring ofintegers o, th...
Using the relationship between Jacobi forms of half-integral weight and vector valued modular forms,...
This is the first one of a series of articles in which we develop the theory of Jacobi forms of latt...
We propose a definition of Jacobi forms over totally real number fields. The under-standing of these...
Jacobi forms arise naturally in number theory in several ways: theta series arise as functions of la...
We describe an implementation for computing holomorphic and skew-holomorphic Jacobi forms of integra...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
In this thesis, we prove several results concerning the shape, the modular properties, and the asymp...
AbstractThe isomorphism between Kohnen's plus space and Jacobi forms of index 1 was given by Eichler...
In this article, the author gives some of his results on Jacobi forms of higher degree without proof...
The new theory of Jacobi forms over totally real number fields introduced in this monograph is expec...
We define and investigate real analytic weak Jacobi forms of degree 1 and arbitrary rank. En route w...
We use the relationship between Jacobi forms and vector-valued modular forms to study the Fourier ex...
Hayashida The theory of Jacobi forms plays important roles in the study of auto-morphic forms. There...
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...
Abstract. In recent work we computed, for any totally real number field K with ring ofintegers o, th...
Using the relationship between Jacobi forms of half-integral weight and vector valued modular forms,...
This is the first one of a series of articles in which we develop the theory of Jacobi forms of latt...
We propose a definition of Jacobi forms over totally real number fields. The under-standing of these...
Jacobi forms arise naturally in number theory in several ways: theta series arise as functions of la...
We describe an implementation for computing holomorphic and skew-holomorphic Jacobi forms of integra...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
In this thesis, we prove several results concerning the shape, the modular properties, and the asymp...
AbstractThe isomorphism between Kohnen's plus space and Jacobi forms of index 1 was given by Eichler...
In this article, the author gives some of his results on Jacobi forms of higher degree without proof...
The new theory of Jacobi forms over totally real number fields introduced in this monograph is expec...
We define and investigate real analytic weak Jacobi forms of degree 1 and arbitrary rank. En route w...
We use the relationship between Jacobi forms and vector-valued modular forms to study the Fourier ex...
Hayashida The theory of Jacobi forms plays important roles in the study of auto-morphic forms. There...
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...
Abstract. In recent work we computed, for any totally real number field K with ring ofintegers o, th...
Using the relationship between Jacobi forms of half-integral weight and vector valued modular forms,...