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Grobner, Harald - Fakultät für Mathematik, Universität Wien
ON THE ARITHMETIC OF SHALIKA MODELS AND THE CRITICAL VALUES OF L-FUNCTIONS FOR GL2n
THE AUTOMORPHIC COHOMOLOGY AND THE RESIDUAL SPECTRUM OF HERMITIAN GROUPS OF RANK ONE
AUTOMORPHIC FORMS, COHOMOLOGY AND CAP REPRESENTATIONS. THE CASE GL2 OVER A DEFINITE
A GROWTH CONDITION FOR CUSPIDAL COHOMOLOGY OF ARITHMETICALLY DEFINED QUATERNIONIC HYPERBOLIC
A GROWTH CONDITION FOR CUSPIDAL COHOMOLOGY OF ARITHMETICALLY DEFINED QUATERNIONIC HYPERBOLIC
ON SOME ARITHMETIC PROPERTIES OF AUTOMORPHIC FORMS OF GLm OVER A DIVISION ALGEBRA
AUTOMORPHIC FORMS, COHOMOLOGY AND CAP REPRESENTATIONS. THE CASE GL 2 OVER A DEFINITE
REGULAR AND RESIDUAL EISENSTEIN SERIES AND THE AUTOMORPHIC COHOMOLOGY OF Sp(2, 2)
ON SOME ARITHMETIC PROPERTIES OF AUTOMORPHIC FORMS OF GLm OVER A DIVISION ALGEBRA
REGULAR AND RESIDUAL EISENSTEIN SERIES AND THE AUTOMORPHIC COHOMOLOGY OF Sp(2, 2)
THE AUTOMORPHIC COHOMOLOGY AND THE RESIDUAL SPECTRUM OF HERMITIAN GROUPS OF RANK ONE
AN EXPLICIT GROWTH CONDITION FOR MIDDLE-DEGREE CUSPIDAL COHOMOLOGY OF ARITHMETICALLY DEFINED
ON THE ARITHMETIC OF SHALIKA MODELS AND THE CRITICAL VALUES OF L-FUNCTIONS FOR GL 2n
AN EXPLICIT GROWTH CONDITION FOR MIDDLE-DEGREE CUSPIDAL COHOMOLOGY OF ARITHMETICALLY DEFINED
ON THE ARITHMETIC OF SHALIKA MODELS AND THE CRITICAL VALUES OF L-FUNCTIONS FOR GL2n
ON THE ARITHMETIC OF SHALIKA MODELS AND THE CRITICAL VALUES OF L-FUNCTIONS FOR GL 2n
THE RESIDUAL EISENSTEIN COHOMOLOGY OF Sp 4 OVER A TOTALLY REAL NUMBER FIELD
THE RESIDUAL EISENSTEIN COHOMOLOGY OF Sp4 OVER A TOTALLY REAL NUMBER FIELD
