Uitgelicht Artikelen
Meetkunde met vectoren 1
Meetkunde met vectoren 1L.R.J. Westermann1. Vectoren in de vlakke meetkunde 2. Vergelijkingen van enkele meetkundige figuren 3. Meetkunde van de ruimte 4. Inprodukt, v...
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Meetkunde met vectoren 2
Meetkunde met vectoren 2L.R.J. Westermann1. Afhankelijkheid en onafhankelijkheid van vectoren 2. Afbeeldingen 3. Basis- en coördinatentranformaties met toepassingen
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Journées d'étude Arlon 8
Journées d'étude Arlon 8G. PapyPréliminaires Topologie Continuité Notions dérivées de la continiuité Isomorphisme des groupes topologiques
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Geometry and Arithmetic Around Euler Partial Differential Equations
Geometry and Arithmetic Around Euler Partial Differential EquationsR.-P. Holzapfel0. Introduction 1. The Picard Curve Family and Eisenstein Lattices of the Complex Unit B...
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Topics in the Geometry of Projective Space
Topics in the Geometry of Projective SpaceR. Lazarsfeld, A. Van de VenRecent Work of F.L. Zak 1. Preliminaries: the four standard Severi varieties 2. Quadrics on a Sever...
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Invariant Forms on Grassmann Manifolds
Invariant Forms on Grassmann ManifoldsWilhelm Stoll1. Flag Spaces 2. Schubert Varieties 3. Chern Forms 4. The Theorem of Bott and Chern 5. The Poincaré Dual of a Schuber...
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Vector Bundles on Complex Projective Spaces
Vector Bundles on Complex Projective SpacesChristian Okonek, Michael Schneider, Heinz SpindlerI. Holomorphic vector bundles and the geometry of Pn 1. Basic definitions an...
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Über eine Bewertungstheorie der Algebren und ihre Bedeutung für die Arithmetik
Über eine Bewertungstheorie der Algebren und ihre Bedeutung für die ArithmetikHerbert BenzDissertation Universität Berlin.
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Classgroups of Group Rings
Classgroups of Group RingsMartin Taylor1. Fröhlich's description of classgroups 2. Character action 3. Swan modules 4. Reduction theory 5. Torsion determinants 6. The gr...
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Stochastic Abundance Models
Stochastic Abundance ModelsS. Engen1. Introduction 2. Sampling from a Population of Classes 3. Abundance Models 4. Sample Coverage 5. Indices of Diversity and Equitabilit...
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Lineare Algebra
Lineare AlgebraGerd Fischer0. Leitfaden 1. Grundbegriffe 2. Lineare Abbildungen 3. Dualräume und lineare Gleichungssysteme 4. Determinanten 5. Eigenwerte, Diagonalisieru...
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A Survey of Modern Algebra
A Survey of Modern AlgebraGarrett Birkhoff, Saunders Mac LaneI. The Integers II. Rational Numbers and Fields III. Polynomials IV. Real Numbers V. Complex Numbers VI. Grou...
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Ongecijferdheid
OngecijferdheidJohn Allen PaulosInleiding 1. Voorbeelden en grondbeginselen 2. Waarschijnlijkheid en toeval 3. Pseudowetenschap 4. De oorzaken van ongecijferdheid 5....
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Spelen met uw rekenmachientje
Spelen met uw rekenmachientjeJames T. Rogers"Vijftig spelletjes, voor één of meer personen. Sommige zijn behoorlijk pittig, andere puur gezelschapsspelletjes, maar...
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The Computer in Art
The Computer in ArtJasia ReichardtThe whereabouts of computer art Computer graphics The exponents of computer graphics Computers in art education Assessment of computer g...
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Programming in C++
Programming in C++Stephen C. Dewhurst, Kathy T. Stark0. Introduction 1. Data Types and Operations 2. Procedural Programming 3. Classes 4. Data Abstraction 5. Inheritance ...
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Programming with PASCAL
Programming with PASCALJohn Konvalina, Stanley Wileman1. Introduction to Computer Science 2. Introduction to PASCAL 3. Pascal Input and Output and Problem Solving 4. Top-...
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Modern Intermediate Algebra
Modern Intermediate AlgebraMargaret F. Willerding, Stephen Hoffman1. Real Numbers and Their Properties 2. Exponents and Radicals 3. Polynomials 4. Rational Expressions 5....
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Calculus in Vector Spaces without Norm
Calculus in Vector Spaces without NormA. Frölicher, W. Bucher1. Elementary properties of filters 2. Pseudo-topological vector spaces 3. Differentiability and derivatives...
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Einführung in die mathematische Statistik
Einführung in die mathematische StatistikMartin Hengst1. Einleitung 2. Grundlagen 3. Monocharaktere Fragestellungen 4. Polycharaktere Fragestellungen
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