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Spallone, Steven - Department of Mathematics, University of Oklahoma
A P-ADIC APPROACH TO LOCAL ANALYTIC DYNAMICS: TOPOLOGICAL CONJUGACIES OF ANALYTIC MAPS TANGENT TO
A P-ADIC APPROACH TO LOCAL ANALYTIC DYNAMICS: ANALYTIC CONJUGACY OF ANALYTIC MAPS TANGENT TO THE
THE UNIVERSITY OF CHICAGO ARTHUR'S TRACE FORMULA FOR SO(5) AND INDIVIDUAL DISCRETE
AN INTEGRATION FORMULA OF SHAHIDI STEVEN SPALLONE
LIPEOMORPHIC EQUIVALENCE FOR P-ADIC ANALYTIC FUNCTIONS: A COMPARISON BETWEEN COMPLEX AND P-ADIC
Residues of Intertwining Operators for SO Character Identities
Spallone, S. (2008) "Residues of Intertwining Operators for Classical Groups," International Mathematics Research Notices, Vol. 2008, Article ID rnn056, 37 pages.
Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
LOCAL ANALYTIC CONJUGACY OF RESONANT ANALYTIC MAPPINGS IN TWO VARIABLES, IN THE NON-ARCHIMEDEAN
Numbers and Polynomials Steven Spallone
Shimura Varieties from the class of Robert Kottwitz
