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Journal of the London Mathematical Society

ISSN: 0024-6107 年代：2016
当前卷期：Volume s2-20 issue 2 [ 查看所有卷期 ]

年代：2016

	Volume 2 issue Part_3
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	Volume s2-48 issue 2
	Volume s2-48 issue 3

1.	Suprema of Located Sets
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 161-164 Mark Mandelkern, Preview \| PDF (262KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.161 出版商:Oxford University Press 年代:2016 数据来源: WILEY
2.	Lois De Répartition Des Diviseurs, 5
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 165-176 Gérald Tenenbaum, Preview \| PDF (485KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.165 出版商:Oxford University Press 年代:2016 数据来源: WILEY
3.	The Differences between Consecutive Primes, III
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 177-178 D. R. Heath-Brown, Preview \| PDF (109KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.177 出版商:Oxford University Press 年代:2016 数据来源: WILEY
4.	On Prepolynomially Complete Algebras
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 179-185 D. Schweigert, Preview \| PDF (450KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.179 出版商:Oxford University Press 年代:2016 数据来源: WILEY
5.	Tensor Products of Orders
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 186-192 G. J. Janusz, Preview \| PDF (499KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.186 出版商:Oxford University Press 年代:2016 数据来源: WILEY
6.	Dixmier's Problem for Verma and Principal Series Submodules
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 193-204 A. Joseph, Preview \| PDF (752KB)
	摘要: The starting point of this paper is Dixmier's problem relating Verma modules to principal series submodules [5; Probleme 30]. Not only is this problem completely solved, but this relationship is given a very precise form. This allows, for example, one to use the results of Jantzen to determine the multiplicities in the Jordan‐Hölder series for the principal series of a complex semisimple Lie group. ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.193 出版商:Oxford University Press 年代:2016 数据来源: WILEY
7.	on32–Transitive Frobenius Regular Groups
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 205-214 A. R. Camina, J. P. J. McDermott, Preview \| PDF (618KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.205 出版商:Oxford University Press 年代:2016 数据来源: WILEY
8.	Separating Conjugates in Free‐by‐Finite Groups
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 215-221 Joan L. Dyer, Preview \| PDF (457KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.215 出版商:Oxford University Press 年代:2016 数据来源: WILEY
9.	On thep‐Cores ofp‐Regular Diagrams
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 222-226 G. Mullineux, Preview \| PDF (293KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.222 出版商:Oxford University Press 年代:2016 数据来源: WILEY
10.	Symmetric Groups as Maximal Subgroups of Orthogonal and Symplectic Groups over the Field of Two Elements
	Journal of the London Mathematical Society, Volume s2-20, Issue 2, 2016, Page 227-237 R. H. Dye, Preview \| PDF (791KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-20.2.227 出版商:Oxford University Press 年代:2016 数据来源: WILEY

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