Add to ORKGAbstract. We determine a class of functions spanned by theta series of higher degree. We give two applications: A simple proof of the inversion formula of such theta series and a classification of skew-holomorphic Jacobi forms. 1
Theta series for lattices with indefinite signature $(n_+,n_-)$ arise in many areas of mathematics i...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
We shall develop the general theory of Jacobi forms of degree two over Cayley numbers and then const...
This dissertation deals with a generalization of Jacobi\u27s inversion formula and has as a focal po...
AbstractWe study theta liftings from Hn to H2 and vice versa. The theta-lift is realized via an inte...
Hayashida The theory of Jacobi forms plays important roles in the study of auto-morphic forms. There...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
Abstract. The real-analytic Jacobi forms of Zwegers' Ph.D. thesis play an important role in the...
AbstractIn this paper we study linear relations among theta series of genera of positive definite n-...
AbstractThe Eichler Commutation Relation shows that the space spanned by theta series attached to la...
International audienceNotes from lectures given at Tsinghua University in 2011. We develop first the...
AbstractThe Eichler Commutation Relation shows that the space spanned by theta series attached to la...
We use Jacobi theta functions to construct examples of Jacobi forms over number fields. We determine...
International audienceNotes from lectures given at Tsinghua University in 2011. We develop first the...
Theta series for lattices with indefinite signature $(n_+,n_-)$ arise in many areas of mathematics i...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
We shall develop the general theory of Jacobi forms of degree two over Cayley numbers and then const...
This dissertation deals with a generalization of Jacobi\u27s inversion formula and has as a focal po...
AbstractWe study theta liftings from Hn to H2 and vice versa. The theta-lift is realized via an inte...
Hayashida The theory of Jacobi forms plays important roles in the study of auto-morphic forms. There...
AbstractThe real-analytic Jacobi forms of Zwegers' PhD thesis play an important role in the study of...
Abstract. The real-analytic Jacobi forms of Zwegers' Ph.D. thesis play an important role in the...
AbstractIn this paper we study linear relations among theta series of genera of positive definite n-...
AbstractThe Eichler Commutation Relation shows that the space spanned by theta series attached to la...
International audienceNotes from lectures given at Tsinghua University in 2011. We develop first the...
AbstractThe Eichler Commutation Relation shows that the space spanned by theta series attached to la...
We use Jacobi theta functions to construct examples of Jacobi forms over number fields. We determine...
International audienceNotes from lectures given at Tsinghua University in 2011. We develop first the...
Theta series for lattices with indefinite signature $(n_+,n_-)$ arise in many areas of mathematics i...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...
Real-analytic Jacobi forms play key roles in different areas of mathematics and physics, but a satis...