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Was ist Mathematik?

Vorlesungen Uber Zahlentheorie: Erster Band: Erste Bis Dreiunddreissigste Vorlesung

Endliche Gruppen I : 134

Funktionen fur Hohlenmenschen und andere Anfanger: Koordinatensysteme zur Darstellung von Abhangigkeiten in der Mathematik

Darstellungen von Gruppen: Mit Berucksichtigung der Bedurfnisse der modernen Physik : 74

Einfuhrung in die Verbandstheorie : 73

Vorlesungen Uber Zahlentheorie : 59

Elementare Galois-Theorie: Ein konstruktiver Zugang

Vorlesungen Uber Invariantentheorie : 143

Algebra Fur Hohlenmenschen Und Andere Anfanger: Eine Einfuhrung in Die Grundlagen Der Mathematik

Vorlesungen uber die Theorie der Polyeder: unter Einschlu der Elemente der Topologie : 41

Quadratische Formen Und Orthogonale Gruppen : 63

Modulfunktionen und quadratische Formen : 100

Angeordnete Strukturen: Gruppen, Korper, Projektive Ebenen : 98

Einhullende Algebren halbeinfacher Lie-Algebren : 3

Matrizentheorie

Wiley-Schnellkurs Lineare Algebra

Algebraische Transformationsgruppen und Invariantentheorie Algebraic Transformation Groups and Invariant Theory : 13

Theorien der reellen Zahlen und Interpretierbarkeit : Volume 25

Theorien der reellen Zahlen und Interpretierbarkeit : Volume 25

4000 Jahre Algebra: Geschichte - Kulturen - Menschen

Primzahltests fur Einsteiger: Zahlentheorie - Algorithmik - Kryptographie

Algebra II fèur Dummies

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