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* Ihre Aktion  Suchen (Schlagwörter GND (Phrase) (XSP)) algebraic fields
 eingrenzen (Basisklassifikation (XBKL)) 31.29
Bücher
Titel: 
Sonst. Personen: 
Sprache/n: 
Englisch
Veröffentlichungsangabe: 
Providence, R.I : American Mathematical Society, c 2002
Umfang: 
VII, 111 S : Ill., graph. Darst ; 27 cm
Identifikator: 
12001-53718
Schriftenreihe: 
Anmerkung: 
Includes bibliographical references
Bibliogr. Zusammenhang: 
ISBN: 
978-0-8218-2705-5
0-8218-2705-7 (alk. paper)
Identifikator: 
12001-53718
Mehr zum Titel: 
Machine generated contents note: Lecture Series 1. Differential Fields 1 -- Anand Pillay -- Chapter 1. Differential Fields 3 -- 1.1 Basics 3 -- Dimension theory 8 -- 1.2 Varieties, differential varieties and tangent bundles 18 -- Varieties 18 -- Differential varieties 19 -- Tangent spaces and abstract varieties 20 -- Differential forms 23 -- 1.3 Strongly minimal sets of d-degree 1 27 -- 1.4 Kolchin's logarithmic derivative 31 -- 1.5 Prologations, torsors and the Buium-Manin homomorphism 35 -- Algebraic groups: Geometry 37 -- 1.6 Manin's construction 40 -- Bibliography 45 -- Lecture Series 2. Lectures on o-Minimality 47 -- Patrick Speissegger -- Chapter 1. Lectures on o-Minimality 49 -- 1.1 Adding exponentiation 49 -- 1.2 T-convexity and tame extensions 52 -- 1.3 Piecewise linearity 56 -- 1.4 The Wilkie inequality 58 -- 1.5 The valuation property 61 -- Bibliography 65 -- Lecture Series 3. Tame Congrugence Theory 67 -- Matthias Clasen and Matthew Valeriote -- Chapter 1. The Structure of Finite Algebra 69 -- 1.1 Palfy's theorem 69 -- 1.2 Localization and relativization 72 -- 1.3 Centrality 79 -- 1.4 Labelled congruence lattices 87 -- Chapter 2. Varieties 89 -- 2.1 Subdirectly irreducibles 89 -- 2.2 Facts about the abelian condition 92 -- 2.3 The case typ(0, p) = 2 94 -- 2.4 The case typ{S} = {1} 95 -- 2.5 The residually large configuration 97 -- 2.6 The case type{S} = {1, 2} 102 -- 2.7 Multitraces 104 -- 2.8 Parallelism 107 -- Bibliography 113
Schlagwörter: 
Sachgebiete: 
Mehr zum Thema: 
Klassifikation der Library of Congress: QA9.7.H37 2001 ; QA9.7
Dewey Dezimal-Klassifikation: 511.3
Regensburger Verbund-Klassifikation: SK 130: Logik und Grundlagen, Metamathematik,
Mathematics Subject Classification: *00B25
Mathematics Subject Classification: 03-06
Mathematics Subject Classification: 12-06
Inhalt: 
Machine generated contents note: Lecture Series 1. Differential Fields 1 -- Anand Pillay -- Chapter 1. Differential Fields 3 -- 1.1 Basics 3 -- Dimension theory 8 -- 1.2 Varieties, differential varieties and tangent bundles 18 -- Varieties 18 -- Differential varieties 19 -- Tangent spaces and abstract varieties 20 -- Differential forms 23 -- 1.3 Strongly minimal sets of d-degree 1 27 -- 1.4 Kolchin's logarithmic derivative 31 -- 1.5 Prologations, torsors and the Buium-Manin homomorphism 35 -- Algebraic groups: Geometry 37 -- 1.6 Manin's construction 40 -- Bibliography 45 -- Lecture Series 2. Lectures on o-Minimality 47 -- Patrick Speissegger -- Chapter 1. Lectures on o-Minimality 49 -- 1.1 Adding exponentiation 49 -- 1.2 T-convexity and tame extensions 52 -- 1.3 Piecewise linearity 56 -- 1.4 The Wilkie inequality 58 -- 1.5 The valuation property 61 -- Bibliography 65 -- Lecture Series 3. Tame Congrugence Theory 67 -- Matthias Clasen and Matthew Valeriote -- Chapter 1. The Structure of Finite Algebra 69 -- 1.1 Palfy's theorem 69 -- 1.2 Localization and relativization 72 -- 1.3 Centrality 79 -- 1.4 Labelled congruence lattices 87 -- Chapter 2. Varieties 89 -- 2.1 Subdirectly irreducibles 89 -- 2.2 Facts about the abelian condition 92 -- 2.3 The case typ(0, p) = 2 94 -- 2.4 The case typ{S} = {1} 95 -- 2.5 The residually large configuration 97 -- 2.6 The case type{S} = {1, 2} 102 -- 2.7 Multitraces 104 -- 2.8 Parallelism 107 -- Bibliography 113
Mehr zum Titel: 
 
Signatur: 
1 B 75670
Standort: 
Potsdamer Straße
 
 
 
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