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Friday, May 15, 2020 | History

2 edition of Regular germs for p-ADIC Sp(4). found in the catalog.

Regular germs for p-ADIC Sp(4).

Yang Kon Kim

Regular germs for p-ADIC Sp(4).

by Yang Kon Kim

  • 145 Want to read
  • 29 Currently reading

Published .
Written in English


The Physical Object
Pagination61 leaves
Number of Pages61
ID Numbers
Open LibraryOL18324377M

Issuu is a digital publishing platform that makes it simple to publish magazines, catalogs, newspapers, books, and more online. Easily share your publications and get them in front of Issuu’s. I'm beginning to study commutative algebra following Atiyah\MacDonald's book, and I came across the definition of extension of scalars. I have some problems in grasping why it is defined this way.

IISER Pune Math ( ) Quick Upload We are now 22 regular faculty members, 1INSPIRE fellow, and 1 visiting professor, 2 post-docs with possibly two more joining us later thisyear. In June ,there was an international workshop on “p-adic Aspects of Modular Forms. Algebraic Geometry and Representation Theory Seminar Room C Speaker: Crystal Hoyt Title: The Duflo-Serganova functor and character rings of Lie superalgebras Abstract: opens in new window in html pdf opens in new window.

A Term of Commutative Algebra By Allen B. ALTMAN and Steven L. KLEIMAN Version of Ma c ⃝, Worldwide Center of Mathematics, LLC Licensed under the Creative Commons Attribution-NonCommercial-ShareAlike Unported License. v. edition number for publishing purposes ISBN Contents Preface. Germs of characters of admissible representations. Let F be a non-archimedean local field of characteristic 0. In this paper we study a correspondence between representations of symplectic groups Sp(n, F), and special even-orthogonal split groups SO(2r, F), where r ³ 2.


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Regular germs for p-ADIC Sp(4) by Yang Kon Kim Download PDF EPUB FB2

Download Citation | Shalika germs for sl(n) and sp(2n) are motivic | We prove that Shalika germs on the Lie algebras sl(n) and sp(2n) belong to the class of so-called `motivic functions' defined. A 'read' is counted each time someone views a publication summary (such as the title, abstract, and list of authors), clicks on a figure, or views or downloads the full-text.

Matching of regular unipotent orbital integrals 61 72; 5. Matching of unipotent orbital integrals for G = Sp(6) and its unramified endoscopic groups 63 74; 6.

Matching of subregular orbital integrals 68 79; 7. Matching of the orbits 2[sup(r)] 1[sup(2n-2r)], for r = 2,3 69 80; 8. Matching results for Sp(8) 70 81; 9. Abstract. We prove that Shalika germs on the Lie algebras \(\mathfrak{s}\mathfrak{l}_{n}\) and \(\mathfrak{s}\mathfrak{p}_{2n}\) belong to the class of so-called motivic functions defined by means of a first-order language of logic.

It is a well-known theorem of Harish-Chandra that for a Lie algebra \(\mathfrak{g}(F)\) over a local field F of characteristic zero, the Shalika germs, normalized Cited by: 1.

2 over a p-adic field, Pro-ceedings of the Conference on Harmonic Analysis and Representations of Reductive p-adic Groups, Contemporary Mathematics, (), American Mathematical Society, pp. DeBacker and M.

Reeder, On some generic very cuspidal representations, Compositio Math., (), no. 4, pp. –File Size: KB. The collection of mean values in the Mean value theorem. reference-request real-analysis measure-theory mean-value-theorem. modified 12 mins ago OOESCoupling 1, Regularity of conformal maps.

ential-geometry is-of-pdes x-variables riemannian-geometry conformal-geometry. modified 29 mins ago seub 1, The twisted endoscopy of GL(4) and GL(5): transfer of Shalika germs.

Duke Math. 76 (), no. 2, –, pdf-link. {L} Hyperelliptic curves and harmonic analysis (why harmonic analysis on reductive p-adic groups is not elementary). Universit é Lille 1, Laboratoire Painlev é, CNRS - UMRCit é Scientifique, Villeneuve d'Ascq Cedex, France. Dept.

of Mathematics, University of Cited by: 4. Bill Cook's Book Blog I've decided to remind myself about the books I've read. HCSB Bible (1/1//31/20) Once again I'm going to follow Robert Murray M'Cheyne's Bible reading plan. It'll take me through the New Testament and Psalms twice and the rest of the Old Testament once.

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This banner text can have markup. web; books; video; audio; software; images; Toggle navigation. Sp4(F 0), for a non-Archimedean local field F with odd residue characteristic (see [4]). The methods of this article are inspired by the work of Blondel and Stevens on Sp4(F0).

The explicit construction of cuspidal representations of G, when F/F0 is an unramified extension of p-adic. ABSTRACT ALGEBRA Third Edition.

David S. Dummit. and the inverse limit of the family of groups the p-adic integers, and the p-adic rationals the direct sum of Fix a regular n-gon centered. February is the 50th anniversary of Eugene Wigner's On the Unreasonable Effectiveness of Mathematics in the Natural Sciences.

In that paper, Wigner speculated that the benefits that mathematics had provided to physics might in future spread to 'wide branches of learning'. Hardcover T Ina Kersten, Ralf Meyer (Eds.) Ina Kersten, Ralf Meyer (Eds.) Symmetries in Algebra and Number Theory hese proceedings contain most of the contributions to the GöttingenJ­erusalem Conference on „Symmetries in Algebra and Number Theory“ including three addresses given at the conference opening, and two contributions to the Satellite Conference „On the Legacy of Hermann.

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It unifies earlier work and approaches of numerous mathematicians. Separated analytic structures admit reasonable relative quantifier elimination in a suitable analytic by: 2. (The prevailing dogma held that only equations with regular singular points should have meaning.) Indeed, he showed that in many cases the p-adic variation with parameters of exponential sums was controlled by the p-adic theory of precisely the differential equations with irregular singularities whose G gal 's play such a crucial role in this book.

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