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Arithmetical Similarities: Prime Decomposition and Finite Group Theory Book

Arithmetical Similarities: Prime Decomposition and Finite Group Theory
Arithmetical Similarities: Prime Decomposition and Finite Group Theory, Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa, Arithmetical Similarities: Prime Decomposition and Finite Group Theory has a rating of 3.5 stars
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Arithmetical Similarities: Prime Decomposition and Finite Group Theory, Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa, Arithmetical Similarities: Prime Decomposition and Finite Group Theory
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  • Arithmetical Similarities: Prime Decomposition and Finite Group Theory
  • Written by author Norbert Klingen
  • Published by Oxford University Press, USA, July 1998
  • Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa
  • Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa
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Book Categories

Authors

Introduction1
IPrime decomposition3
1Prime decomposition and group theory3
2Prime decomposition and zeta functions15
3Class field theory and density theorems20
4Artin L-functions25
IIKronecker equivalence37
1Introduction and group theoretic description37
2Examples of Kronecker classes51
3The socle of Kronecker classes61
IIIArithmetical equivalence75
1Zeta functions and characters75
2Relations between arithmetical and Kronecker equivalence94
3Radical extensions105
4Arithmetical equivalence and symmetric designs124
IVArithmetical homomorphisms133
1Linearly equivalent permutation representations133
2Class numbers and regulators145
3Explicit bounds for class number quotients163
VKroneckerian fields189
1Quadratic extensions190
2Quartic extensions202
3Generic extensions of degree n215
VIVariations227
1Weak Kronecker equivalence and norm groups227
2Ramification indices and the adele ring234
3Arithmetical similarity in characteristic p241
4Arithmetical similarity of algebras248
5Isospectral manifolds250
Bibliography255
List of notation264
Index271


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Arithmetical Similarities: Prime Decomposition and Finite Group Theory, Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa, Arithmetical Similarities: Prime Decomposition and Finite Group Theory

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Arithmetical Similarities: Prime Decomposition and Finite Group Theory, Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa, Arithmetical Similarities: Prime Decomposition and Finite Group Theory

Arithmetical Similarities: Prime Decomposition and Finite Group Theory

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Arithmetical Similarities: Prime Decomposition and Finite Group Theory, Focusing on fruitful exchanges between group theory and number theory, this book examines recent work in the characterization of extensions of number fields in terms of the decomposition of prime ideals. A key problem in this area is establishing the equa, Arithmetical Similarities: Prime Decomposition and Finite Group Theory

Arithmetical Similarities: Prime Decomposition and Finite Group Theory

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