Journal fur die Reine und Angewandte Mathematik

SCOPUS (1826-1921,1923-1943,1949-2023)SCIE-ISI

  0075-4102

  1435-5345

  Đức

 

Cơ quản chủ quản:  Walter de Gruyter GmbH

Lĩnh vực:
Mathematics (miscellaneous)Applied Mathematics

Phân tích ảnh hưởng

Các bài báo tiêu biểu

Ueber die Berührung fester elastischer Körper.
Tập 1882 Số 92 - Trang 156-171 - 1882
H. G. Hertz
Shifts on Hilbert spaces.
Tập 1961 Số 208 - Trang 102-112 - 1961
Paul R. Halmos
A non-linear difference-differential equation.
Tập 1955 Số 194 - Trang 66-87 - 1955
E. M. Wright
Graded Brauer Groups.
Tập 1964 Số 213 - Trang 187-199 - 1964
C. T. C. Wall
Varieties of sums of power
Tập 2000 Số 525 - Trang 147-181 - 2000
K. Ranstad, Frank–Olaf Schreyer
Topological full groups of one-sided shifts of finite type
Tập 2015 Số 705 - Trang 35-84 - 2015
Hiroki Matui
Abstract We explore the topological full group G $\llbracket G\rrbracket $ of an essentially principal étale groupoid G on a Cantor set. When G is minimal, we show that G $\llbracket G\rrbracket $ (and its certain normal subgroup) is a complete invariant for the isomorphism class of the étale groupoid G. Furthermore, when G is either almost finite or purely infinite, the commutator subgroup D ( G ) $D(\llbracket G\rrbracket )$ is shown to be simple. The étale groupoid G arising from a one-sided irreducible shift of finite type is a typical example of a purely infinite minimal groupoid. For such G, G $\llbracket G\rrbracket $ is thought of as a generalization of the Higman–Thompson group. We prove that G $\llbracket G\rrbracket $ is of type F , and so in particular it is finitely presented. This gives us a new infinite family of finitely presented infinite simple groups. Also, the abelianization of hiện toàn bộ
Yau–Tian–Donaldson correspondence for K-semistable Fano manifolds
Tập 2017 Số 733 - Trang 55-85 - 2017
Chi Li
Abstract Using the recent compactness results of Tian and Chen–Donaldson–Sun, we prove the K-semistable version of Yau–Tian–Donaldson correspondence for Fano manifolds.
Verbal and marginal subgroups.
Tập 1940 Số 182 - Trang 156-157 - 1940
P. Hall
Simple endotrivial modules for quasi-simple groups
Tập 2016 Số 712 - Trang 141-174 - 2016
Caroline Lassueur, Gunter Malle, Elisabeth Schulte
Abstract We investigate simple endotrivial modules of finite quasi-simple groups and classify them in several important cases. This is motivated by a recent result of Robinson [Bull. Lond. Math. Soc. 43 (2011), 712–716] showing that simple endotrivial modules of most groups come from quasi-simple groups.