UID:
almahu_9947366476502882
Format:
1 online resource (375 p.)
ISBN:
1-281-76350-0
,
9786611763503
,
0-08-087349-9
Series Statement:
Pure and applied mathematics ; v. 36
Content:
Spectral Theory of Random Matrices
Note:
Description based upon print version of record.
,
Front Cover; Infinite Abelian Groups, Volume II; Copyright Page; Contents; Preface; Chapter XI. Separable p-Groups; 65. Lemmas on p-Groups; 66. Subsocles; 67. Fully Invariant and Large Subgroups; 68. Torsion-Complete Groups; 69. Further Characterizations of Torsion-Complete p-Groups; 70. Topological Completeness of Torsion-Complete Groups; 71. Direct Decompositions of Torsion-Complete Groups; 72. The Exchange Property; 73. Direct Sums of Torsion-Complete Groups; 74. Quasi-Complete Groups; 75. Direct Decompositions of p-Groups; Notes; Chapter XII. p-Groups with Elements of Infinite Height
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76. Existence Theorems on p-Groups77. Ulm's Theorem; 78. Direct Sums of Countable p-Groups; 79. Nice Subgroups; 80. Isotype and Balanced Subgroups; 81. p-Groups with Nice Composition Series; 82. Totally Projective p-Groups; 83. Simply Presented p-Groups; 84. Summable p-Groups; Notes; Chapter XIII. Torsion-Free Groups; 85. Torsion-Free Groups of Rank 1; 86. Completely Decomposable Groups; 87. Separable Groups; 88. Indecomposable Groups; 89. Large Indecomposable Groups; 90. Direct Decompositions of Finite Rank Groups; 91. Direct Decompositions of Countable Groups
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92. Quasi-Direct Decompositions93. Countable Torsion-Free Groups; 94. Slender Groups; 95. Characterization of Slender Groups by Subgroups; 96. Vector Groups; 97. Finite-Valued Functions into a Group; 98. Homogeneous and Homogeneously Decomposable Groups; 99. Whitehead's Problem; Notes; Chapter XIV. Mixed Groups; 100. Splitting Mixed Groups; 101. Baer Groups Are Free; 102. Quasi-Splitting Mixed Groups; 103. Height-Matrices; 104. Mixed Groups of Torsion-Free Rank 1; 105. Groups with Prescribed Ulm Sequences; Notes; Chapter XV. Endomorphism Rings; 106. Endomorphism Rings
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107. Topologies of Endomorphism Rings108. Endomorphism Rings of Torsion Groups; 109. Endomorphism Rings of Separable p-Groups; 110. Countable Torsion-Free Endomorphism Rings; 111. Endomorphism Rings with Special Properties; 112. Regular and Generalized Regular Endomorphism Rings; Notes; Chapter XVI. Automorphism Groups; 113. Groups of Automorphisms; 114. Normal Subgroups in Automorphism Groups; 115. Automorphism Groups of Torsion Groups; 116. Automorphism Groups of Torsion-Free Groups; Notes; Chapter XVII. Additive Groups of Rings; 117. Subgroups That are Always Ideals
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118. Multiplications on a Group119. Extensions of Partial Multiplications; 120. Torsion Rings; 121. Torsion-Free Rings; 122. Additive Groups of Artinian Rings; 123. Artinian Rings without Quasicyclic Subgroups; 124. Additive Groups of Regular and n-Regular Rings; 125. Embeddings in Regular and p-Regular Rings with Identity; 126. Additive Groups of Noetherian Rings and Rings with Restricted Minimum Condition; Notes; Chapter XVIII. Groups of Units in Rings; 127. Multiplicative Groups of Fields; 128. Units of Commutative Rings; 129. Groups That Are Unit Groups; Notes; Bibliography
,
Table of Notations
,
English
Additional Edition:
ISBN 0-12-269602-6
Language:
English
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