Add to ORKGThe theory of Eisenstein series is fundamental for the spectral the-ory of automorphic forms. It was first developed by Selberg, and was completed by Langlands ([Lan76]; see also [MW95]). There are several known proofs for the meromorphic continuation of Eisenstein serie
33 pages. Minor changes, corrections of typoWe show that the Hilbert subspace of $L^2(G(F)\backslash...
In these days of dizzying scientific progress some apology is called for when offering to the mathem...
(Communicated by Helmuth Malonek) Abstract. In this paper we deal with generalizations of the classi...
We define Schubert Eisenstein series as sums like usual Eisenstein series but with the summation res...
The modern theory of automorphic forms is a response to many different impulses and influences, abov...
SIGLEAvailable from British Library Lending Division - LD:D54707/85 / BLDSC - British Library Docume...
We provide an introduction to the theory of Eisenstein series and automorphic forms on real simple L...
This Fall we will discuss the analytical continuation of Eisenstein series. This is a topic of inter...
In these days of dizzying scientific progress some apology is called for when offering to the mathem...
This paper will formulate and offer evidence for a conjecture on the analytical behaviour of residua...
This introduction to automorphic forms on adelic groups G(A) emphasises the role of representation t...
The Eisenstein series associated to the cusp \(\mathfrak{a}\) of a discrete subgroup \(\GammaM.Sc
utomorphic forms are generalizations of periodic functions; they are func-tions on a group that are ...
In Part I [Automorphic forms, representation theory and arithmetic, Pap. Colloq., Bombay 1979, 303-3...
Abstract. Automorphic fundamental solutions and, more generally, solutions of automorphic differenti...
33 pages. Minor changes, corrections of typoWe show that the Hilbert subspace of $L^2(G(F)\backslash...
In these days of dizzying scientific progress some apology is called for when offering to the mathem...
(Communicated by Helmuth Malonek) Abstract. In this paper we deal with generalizations of the classi...
We define Schubert Eisenstein series as sums like usual Eisenstein series but with the summation res...
The modern theory of automorphic forms is a response to many different impulses and influences, abov...
SIGLEAvailable from British Library Lending Division - LD:D54707/85 / BLDSC - British Library Docume...
We provide an introduction to the theory of Eisenstein series and automorphic forms on real simple L...
This Fall we will discuss the analytical continuation of Eisenstein series. This is a topic of inter...
In these days of dizzying scientific progress some apology is called for when offering to the mathem...
This paper will formulate and offer evidence for a conjecture on the analytical behaviour of residua...
This introduction to automorphic forms on adelic groups G(A) emphasises the role of representation t...
The Eisenstein series associated to the cusp \(\mathfrak{a}\) of a discrete subgroup \(\GammaM.Sc
utomorphic forms are generalizations of periodic functions; they are func-tions on a group that are ...
In Part I [Automorphic forms, representation theory and arithmetic, Pap. Colloq., Bombay 1979, 303-3...
Abstract. Automorphic fundamental solutions and, more generally, solutions of automorphic differenti...
33 pages. Minor changes, corrections of typoWe show that the Hilbert subspace of $L^2(G(F)\backslash...
In these days of dizzying scientific progress some apology is called for when offering to the mathem...
(Communicated by Helmuth Malonek) Abstract. In this paper we deal with generalizations of the classi...