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Local Newforms For Gsp(4) Describes A Theory Of New And Oldforms For Representations Of Gsp(4) Over A Nonarchimedean Local Field. This Theory Considers Vectors Fixed By The Paramodular Groups And Singles Out Certain Vectors That Encode Canonical Information, Such As Lfactors And Epsilonfactors, Through Their Hecke And Atkinlehner Eigenvalues. An Appendix Includes Extensive Tables About The Results And The Representations Theory Of Gsp(4).
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