NSTL回溯数据服务平台

首页

按字顺浏览

期刊浏览

卷期浏览

Journal of the London Mathematical Society

ISSN: 0024-6107 年代：2016
当前卷期：Volume s2-38 issue 1 [ 查看所有卷期 ]

年代：2016

	Volume 2 issue Part_3
	Volume 2 issue Part_4
	Volume 19 issue 73_Part_1
	Volume 19 issue 74_Part_2
	Volume 19 issue 75_Part_3
	Volume 19 issue 76_Part_4
	Volume 49 issue 1
	Volume 49 issue 2
	Volume 49 issue 3
	Volume 50 issue 1
	Volume 51 issue 1
	Volume 51 issue 2
	Volume 51 issue 3
	Volume 52 issue 1
	Volume 52 issue 2
	Volume 52 issue 3
	Volume 53 issue 1
	Volume 53 issue 2
	Volume 53 issue 3
	Volume 54 issue 1
	Volume 54 issue 2
	Volume 54 issue 3
	Volume s1-1 issue 1
	Volume s1-1 issue 2
	Volume s1-1 issue 3
	Volume s1-1 issue 4
	Volume s1-2 issue 1
	Volume s1-2 issue 2
	Volume s1-2 issue 3
	Volume s1-2 issue 4
	Volume s1-3 issue 1
	Volume s1-3 issue 2
	Volume s1-3 issue 3
	Volume s1-3 issue 4
	Volume s1-4 issue 1
	Volume s1-4 issue 2
	Volume s1-4 issue 3
	Volume s1-4 issue 4
	Volume s1-5 issue 1
	Volume s1-5 issue 2
	Volume s1-5 issue 3
	Volume s1-5 issue 4
	Volume s1-6 issue 1
	Volume s1-6 issue 2
	Volume s1-6 issue 3
	Volume s1-6 issue 4
	Volume s1-7 issue 1
	Volume s1-7 issue 2
	Volume s1-7 issue 3
	Volume s1-7 issue 4
	Volume s1-8 issue 1
	Volume s1-8 issue 2
	Volume s1-8 issue 3
	Volume s1-8 issue 4
	Volume s1-9 issue 1
	Volume s1-9 issue 3
	Volume s1-10 issue 1
	Volume s1-10 issue 2
	Volume s1-10 issue 3
	Volume s1-10 issue 4
	Volume s1-11 issue 1
	Volume s1-11 issue 2
	Volume s1-11 issue 3
	Volume s1-11 issue 4
	Volume s1-12 issue 1
	Volume s1-12 issue 2
	Volume s1-12 issue 3
	Volume s1-12 issue 4
	Volume s1-13 issue 1
	Volume s1-13 issue 3
	Volume s1-13 issue 4
	Volume s1-14 issue 1
	Volume s1-14 issue 2
	Volume s1-14 issue 3
	Volume s1-14 issue 4
	Volume s1-15 issue 1
	Volume s1-15 issue 2
	Volume s1-15 issue 3
	Volume s1-15 issue 4
	Volume s1-16 issue 1
	Volume s1-16 issue 2
	Volume s1-16 issue 3
	Volume s1-16 issue 4
	Volume s1-17 issue 1
	Volume s1-17 issue 2
	Volume s1-17 issue 3
	Volume s1-17 issue 4
	Volume s1-18 issue 1
	Volume s1-18 issue 2
	Volume s1-18 issue 3
	Volume s1-18 issue 4
	Volume s1-20 issue 1
	Volume s1-20 issue 2
	Volume s1-20 issue 3
	Volume s1-20 issue 4
	Volume s1-21 issue 1
	Volume s1-21 issue 2
	Volume s1-21 issue 3
	Volume s1-21 issue 4
	Volume s1-22 issue 1
	Volume s1-22 issue 2
	Volume s1-22 issue 4
	Volume s1-23 issue 1
	Volume s1-23 issue 2
	Volume s1-23 issue 4
	Volume s1-24 issue 1
	Volume s1-24 issue 2
	Volume s1-24 issue 3
	Volume s1-24 issue 4
	Volume s1-25 issue 1
	Volume s1-25 issue 3
	Volume s1-26 issue 1
	Volume s1-26 issue 2
	Volume s1-26 issue 3
	Volume s1-26 issue 4
	Volume s1-27 issue 1
	Volume s1-27 issue 2
	Volume s1-27 issue 4
	Volume s1-28 issue 1
	Volume s1-28 issue 2
	Volume s1-28 issue 3
	Volume s1-29 issue 2
	Volume s1-29 issue 3
	Volume s1-29 issue 4
	Volume s1-30 issue 1
	Volume s1-30 issue 2
	Volume s1-30 issue 3
	Volume s1-30 issue 4
	Volume s1-31 issue 1
	Volume s1-31 issue 2
	Volume s1-31 issue 3
	Volume s1-31 issue 4
	Volume s1-32 issue 1
	Volume s1-32 issue 2
	Volume s1-32 issue 3
	Volume s1-32 issue 4
	Volume s1-33 issue 1
	Volume s1-33 issue 2
	Volume s1-33 issue 3
	Volume s1-33 issue 4
	Volume s1-34 issue 1
	Volume s1-34 issue 2
	Volume s1-34 issue 3
	Volume s1-34 issue 4
	Volume s1-35 issue 1
	Volume s1-35 issue 2
	Volume s1-35 issue 3
	Volume s1-35 issue 4
	Volume s1-36 issue 1
	Volume s1-37 issue 1
	Volume s1-38 issue 1
	Volume s1-39 issue 1
	Volume s1-40 issue 1
	Volume s1-41 issue 1
	Volume s1-42 issue 1
	Volume s1-43 issue 1
	Volume s1-44 issue 1
	Volume s2-1 issue 1
	Volume s2-2 issue 1
	Volume s2-2 issue 2
	Volume s2-3 issue 1
	Volume s2-3 issue 2
	Volume s2-3 issue 3
	Volume s2-3 issue 4
	Volume s2-4 issue 1
	Volume s2-4 issue 2
	Volume s2-4 issue 3
	Volume s2-4 issue 4
	Volume s2-5 issue 1
	Volume s2-5 issue 2
	Volume s2-5 issue 3
	Volume s2-5 issue 4
	Volume s2-6 issue 2
	Volume s2-6 issue 3
	Volume s2-6 issue 4
	Volume s2-7 issue 2
	Volume s2-7 issue 3
	Volume s2-7 issue 4
	Volume s2-8 issue 1
	Volume s2-8 issue 2
	Volume s2-8 issue 3
	Volume s2-8 issue 4
	Volume s2-9 issue 1
	Volume s2-9 issue 2
	Volume s2-9 issue 3
	Volume s2-9 issue 4
	Volume s2-10 issue 1
	Volume s2-10 issue 2
	Volume s2-10 issue 3
	Volume s2-10 issue 4
	Volume s2-11 issue 1
	Volume s2-11 issue 2
	Volume s2-11 issue 4
	Volume s2-12 issue 1
	Volume s2-12 issue 2
	Volume s2-12 issue 3
	Volume s2-12 issue 4
	Volume s2-13 issue 1
	Volume s2-13 issue 2
	Volume s2-13 issue 3
	Volume s2-14 issue 1
	Volume s2-14 issue 2
	Volume s2-14 issue 3
	Volume s2-15 issue 2
	Volume s2-15 issue 3
	Volume s2-16 issue 1
	Volume s2-16 issue 2
	Volume s2-16 issue 3
	Volume s2-17 issue 1
	Volume s2-17 issue 2
	Volume s2-17 issue 3
	Volume s2-18 issue 1
	Volume s2-18 issue 2
	Volume s2-18 issue 3
	Volume s2-19 issue 1
	Volume s2-19 issue 2
	Volume s2-19 issue 3
	Volume s2-20 issue 1
	Volume s2-20 issue 2
	Volume s2-20 issue 3
	Volume s2-21 issue 1
	Volume s2-21 issue 2
	Volume s2-21 issue 3
	Volume s2-22 issue 1
	Volume s2-22 issue 2
	Volume s2-22 issue 3
	Volume s2-23 issue 1
	Volume s2-23 issue 2
	Volume s2-23 issue 3
	Volume s2-24 issue 1
	Volume s2-24 issue 2
	Volume s2-24 issue 3
	Volume s2-25 issue 1
	Volume s2-25 issue 2
	Volume s2-25 issue 3
	Volume s2-26 issue 1
	Volume s2-26 issue 2
	Volume s2-26 issue 3
	Volume s2-27 issue 1
	Volume s2-27 issue 3
	Volume s2-28 issue 2
	Volume s2-28 issue 3
	Volume s2-29 issue 1
	Volume s2-29 issue 2
	Volume s2-29 issue 3
	Volume s2-30 issue 1
	Volume s2-30 issue 2
	Volume s2-30 issue 3
	Volume s2-31 issue 1
	Volume s2-31 issue 2
	Volume s2-32 issue 1
	Volume s2-32 issue 2
	Volume s2-32 issue 3
	Volume s2-33 issue 1
	Volume s2-33 issue 2
	Volume s2-34 issue 1
	Volume s2-34 issue 2
	Volume s2-34 issue 3
	Volume s2-35 issue 1
	Volume s2-35 issue 2
	Volume s2-35 issue 3
	Volume s2-36 issue 3
	Volume s2-37 issue 1
	Volume s2-37 issue 2
	Volume s2-37 issue 3
	Volume s2-38 issue 1
	Volume s2-38 issue 2
	Volume s2-38 issue 3
	Volume s2-39 issue 1
	Volume s2-39 issue 2
	Volume s2-39 issue 3
	Volume s2-40 issue 1
	Volume s2-40 issue 2
	Volume s2-40 issue 3
	Volume s2-41 issue 1
	Volume s2-41 issue 2
	Volume s2-41 issue 3
	Volume s2-42 issue 1
	Volume s2-42 issue 2
	Volume s2-42 issue 3
	Volume s2-43 issue 1
	Volume s2-43 issue 2
	Volume s2-43 issue 3
	Volume s2-44 issue 2
	Volume s2-44 issue 3
	Volume s2-45 issue 1
	Volume s2-45 issue 2
	Volume s2-45 issue 3
	Volume s2-46 issue 1
	Volume s2-46 issue 2
	Volume s2-46 issue 3
	Volume s2-47 issue 1
	Volume s2-47 issue 2
	Volume s2-47 issue 3
	Volume s2-48 issue 2
	Volume s2-48 issue 3

1.	FonctionsL p‐Adiques Associees a Une Forme Modulaire Et a Un Corps Quadratique Imaginaire
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 1-32 Bernadette Perrin‐Riou, Preview \| PDF (1506KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.1 出版商:Oxford University Press 年代:2016 数据来源: WILEY
2.	Discriminant Minimal Et Petits Discriminants Des Corps De Nombres De Degre 7 Avec Cinq Places Reelles
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 33-46 F. Diaz Y Diaz, Preview \| PDF (693KB)
	摘要: In this paper we give a list of degree‐7 number fields having five real places whose discriminant is smaller than 5000000 in absolute value. This list contains all the number fields having a discriminant which is, in absolute value, smaller than 3477288. We also conjecture that the list actually contains all the number fields with discriminants whose absolute value is smaller than 4467575.The minimal discriminant for these types of number fields is −2306599. This result puts an end to the problem of determining the minimal discriminants for the degree‐7 number fields. ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.33 出版商:Oxford University Press 年代:2016 数据来源: WILEY
3.	Crossed Products and Multiplicative Analogues of Weyl Algebras
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 47-55 J. C. McConnell, J. J. Pettit, Preview \| PDF (544KB)
	摘要: We consider a class of algebras (defined via multiplicative commutators) which generalise the ‘canonical commutation relation’xy= λyxof quantum mechanics. The corresponding algebras defined via additive commutators are closely related to the Weyl algebras. We show that these multiplicative algebras behave very differently from the Weyl algebras, and use them to give examples of hereditary Noetherian affine algebras of large Gelfand‐Kirillov dimension. ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.47 出版商:Oxford University Press 年代:2016 数据来源: WILEY
4.	Direct Products and Defects of Subnormal Subgroups
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 56-66 Carlo Casolo, Preview \| PDF (712KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.56 出版商:Oxford University Press 年代:2016 数据来源: WILEY
5.	Free Product Fixed Points
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 67-76 Donald J. Collins, Edward C. Turner, Preview \| PDF (639KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.67 出版商:Oxford University Press 年代:2016 数据来源: WILEY
6.	On the Poset ofp‐SUBGROUPS of ap‐SOLVABLE GROUP
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 77-86 Trevor Hawkes, I. M. Isaacs, Preview \| PDF (555KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.77 出版商:Oxford University Press 年代:2016 数据来源: WILEY
7.	Two‐Sided Cells of the Affine Weyl Group of TypeC˜3
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 87-98 Du Jie, Preview \| PDF (531KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.87 出版商:Oxford University Press 年代:2016 数据来源: WILEY
8.	Relation Modules of Groups with Presentations in which Each Relator Involves Exactly Two Types of Generators
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 99-111 Stephen J. Pride, Ralph Stöhr, Preview \| PDF (632KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.99 出版商:Oxford University Press 年代:2016 数据来源: WILEY
9.	Rational Conjugacy Classes of Unipotent Elements and Maximal Tori, and Some Axioms of Shalika
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 112-124 Lawrence Morris, Preview \| PDF (841KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.112 出版商:Oxford University Press 年代:2016 数据来源: WILEY
10.	Distribution of Sets and Measures Along Planes
	Journal of the London Mathematical Society, Volume s2-38, Issue 1, 2016, Page 125-132 Pertti Mattila, Preview \| PDF (388KB)
	ISSN:0024-6107 DOI:10.1112/jlms/s2-38.1.125 出版商:Oxford University Press 年代:2016 数据来源: WILEY

首页

尾页

第1页共15条