Add to ORKGReal-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satisfactory theory of such Jacobi forms has been lacking. In this paper, we fill this gap by introducing a space of harmonic Maass-Jacobi forms with singularities which includes the real-analytic Jacobi forms from Zwegers’s PhD thesis. We provide several structure results for the space of such Jacobi forms, and we employ Zwegers’s μ̂-functions to establish a theta-like decomposition
Since Zwegers found a connection between mock theta functions and harmonic weak Maass forms, this su...
Harmonic weak Maass forms are instances of real analytic modular forms which have recently found app...
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
Abstract. The real-analytic Jacobi forms of Zwegers' Ph.D. thesis play an important role in the...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
In previous work, we introduced harmonic Maass–Jacobi forms. The space of such forms includes the cl...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
Modular forms and Jacobi forms play a central role in many areas of mathematics. Over the last 10-15...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
AbstractKohnen introduced a limit process for Siegel modular forms that produces Jacobi forms. He as...
The classical Maass lift is a map from holomorphic Jacobi forms to holomorphic scalar-valued Siegel ...
summary:We construct a family of modular forms from harmonic Maass Jacobi forms by considering their...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
Recently, Mertens, Ono and the third author studied mock modular analogues of Eisenstein series. The...
Since Zwegers found a connection between mock theta functions and harmonic weak Maass forms, this su...
Harmonic weak Maass forms are instances of real analytic modular forms which have recently found app...
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
Abstract. The real-analytic Jacobi forms of Zwegers' Ph.D. thesis play an important role in the...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
In previous work, we introduced harmonic Maass–Jacobi forms. The space of such forms includes the cl...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
Modular forms and Jacobi forms play a central role in many areas of mathematics. Over the last 10-15...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
AbstractKohnen introduced a limit process for Siegel modular forms that produces Jacobi forms. He as...
The classical Maass lift is a map from holomorphic Jacobi forms to holomorphic scalar-valued Siegel ...
summary:We construct a family of modular forms from harmonic Maass Jacobi forms by considering their...
AbstractIn this paper we describe the space of Jacobi forms on H×Cn. This type of Jacobi forms appea...
Recently, Mertens, Ono and the third author studied mock modular analogues of Eisenstein series. The...
Since Zwegers found a connection between mock theta functions and harmonic weak Maass forms, this su...
Harmonic weak Maass forms are instances of real analytic modular forms which have recently found app...
The theory of Jacobi forms was created in 80's of the last century by Eichler and Zagier.This theory...