Keefe's homepage!
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(2) P-adic Lie groups We give an overview of Lie groups over non-archimedean local fields of (very) low rank using a famous theorem of Yasutaka Ihara from the ...
HEIDI: Galois groups and fundamental groups
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Andere Formate. (JavaScript). BibTeX · RIS (Endnote).
Titel
Galois groups and fundamental groups.
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David Harbater, Philadelphia ; Yasutaka Ihara, Kyoto ...
Galois Groups over ?: Proceedings of a Workshop Held ...
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The organizing committee consisted of Kenneth Ribet (chairman), Yasutaka Ihara, and Jean-Pierre Serre. The conference focused on three principal themes: 1.
Ihara, Y. (Yasutaka), LC Linked Data Service ...id.loc.gov › Linked Data Service
id.loc.gov
found: Galois groups and their rep., 1983:t.p. (Y. Ihara; Univ. of Tokyo) p. ix (Yasutaka Ihara). found: LC in RLIN, (hdg.: Ihara, Yasutaka, ) ...
Arithmetic Fundamental Groups and Noncommutative Algebra: ...
books.google.co.uk
... Arithmetic Fundamental Groups, Von Neumann Conference on Arithmetic Fundamental Groups and Noncommutative Algebra (1999 Yasutaka Ihara, Y. Ihara.
Full text of "Advances In Cryptology ASIACRYPT 2016"
archive.org
This occurs with probability e" = e' and time r" = t' + poly (V, 7?. , n, Time (H) , log q) Yasutaka Ihara, Discrete subgroups of PL(2, k p ), Algebraic Groups and We do not claim to break OTU and we actually believe that this system may be Since V is deterministic every distribution in the set (J x , z Sv,a{x,z) rates ex- ...
Download this PDF file - The Electronic Journal of Combinatorics
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[4] Yasutaka Ihara. On discrete subgroups of the two by two projective linear group over p-adic fields. J. Math. Soc. Japan, 18: ,
Profinite Braid Groups, Galois Representations and Complex...
dokumen.tips
For each p e GQ, define log Fp E Q1[[U, V]] in a natural way, and call bij(p) the Its completed group algebra z [[dab]] can be identified with sV, via x + u, and complex multiplications By YASUTAKA IHARA Introduction In this paper, we Startups & Survival @hanaabaza 1 Entrepreneurship can make or break you.
On the stable derivation algebra associated with some braid ...
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On the stable derivation algebra associated with some braid groups. Yasutaka Ihara. Israel Journal of Mathematics volume 80, pages135–153(1992)Cite this ...
Alle Infos zum Namen "Yasutaka Ihara"
Ihara zeta function - The Full Wiki
www.thefullwiki.org
From Wikipedia, the free encyclopedia. The Ihara zeta-function is a zeta function associated with a finite graph.It closely resembles the Selberg zeta-function, and is used to relate closed paths to the spectrum of the adjacency matrix.The Ihara zeta-function was first defined by Yasutaka Ihara in the 1960s in the context of discrete subgroups of the two-by-two p-adic special linear group.
MPG.eBooks - Beschreibung: Galois Groups over ?
ebooks.mpdl.mpg.de
This volume is being published in connection with a March, workshop on Galois groups over Q and related topics, held at the Mathematical Sciences Research Institute in Berkeley. The organizing committee for the workshop consisted of Kenneth Ribet (chairman), Yasutaka Ihara, …
algebraic groups - Existence of the double coset ring on paper of...
mathoverflow.net
In his paper "On discrete subgroups of the two by two projective linear group over p-adic fields", Yasutaka Ihara considers an abstract group G ...
Henri DARMON's Publications
www.math.mcgill.ca
The p-adic uniformisation of modular curves by p-arithmetic groups. To appear in proceedings of a conference marking the 80th Birthday of Yasutaka Ihara, ...
Monday, October 23, Variation of curves, and Mapping Class Groups
www.math.uci.edu
15:45-16:45 Yasutaka Ihara .ne.jp On Euler_Kronecker invariants of global fields 17:00-18:00 Michael Tsfasman Infinite ...
Pro-l pure braid groups of Riemann surfaces and Galois...
kyushu-u.pure.elsevier.com
Pro-l pure braid groups of Riemann surfaces and Galois representations. Yasutaka Ihara, Masanobu Kaneko. Research output: Contribution to ...
Verwandte Suchanfragen zu Yasutaka Ihara
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