over complex quadratic number fields. I.
Schreiben an Herrn Borchardt über die Theorie der elliptischen Modul-Functionen.
Second moments of holomorphic Hilbert modular forms and subconvexity
Second order modular forms
Selberg Zeta function on an exceptional domain.
Selberg zeta functions associated with a theta multiplier system of SL2(Z) and Jacobi forms.
Selberg zeta functions with virtual characters and the class number
Selberg's trace formula on the -regular tree and applications.
Self-conjugate vector partitions and the parity of the spt-function
Let spt(n) denote the total number of appearances of the smallest parts in all the partitions of n. Recently, we found new combinatorial interpretations of congruences for the spt-function modulo 5 and 7. These interpretations were in terms of a restricted set of weighted vector partitions which we call S-partitions. We prove that the number of self-conjugate S-partitions, counted with a certain weight, is related to the coefficients of a certain mock theta function studied by the first author,...
Selfdual and non-selfdual 3-dimensional Galois representations
Selmer groups and Heegner points in anticyclotomic -extensions
Septic theta function identities in Ramanujan's lost notebook
Series and iterations for 1/π
Séries de Dirichlet et fonctions automorphes
Séries d'Eisenstein et transcendance
Séries thêta des formes quadratiques indéfinies
Several-variable -adic families of Siegel-Hilbert cusp eigensystems and their Galois representations
S-extremal strongly modular lattices
S-extremal strongly modular lattices maximize the minimum of the lattice and its shadow simultaneously. They are a direct generalization of the s-extremal unimodular lattices defined in [6]. If the minimum of the lattice is even, then the dimension of an s-extremal lattices can be bounded by the theory of modular forms. This shows that such lattices are also extremal and that there are only finitely many s-extremal strongly modular lattices of even minimum.
Sheaves of bounded p-adic logarithmic differential forms
Shimura correspondence of Maass wave forms of half integral weight