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Mathematical foundations for computer science. Sets, logic, recursion. (Mathematische Grundlagen für die Informatik. Mengen, Logik, Rekursion.) (German)
Springer-Lehrbuch. Wiesbaden: Springer Vieweg (ISBN 978-3-658-03078-0/pbk; 978-3-658-03079-7/ebook). x, 222~p. (2013).
Classification: E35 E65 P25 Reviewer: Klaus D. Kiermeier (Berlin)
1
Elementary combinatorics for computer science. Enumerations, difference equations, discrete differentiation and integration. (Elementare Kombinatorik für die Informatik. Abzählungen, Differenzengleichungen, diskretes Differenzieren und Integrieren.) (German)
Wiesbaden: Springer Vieweg (ISBN 978-3-658-00993-9/pbk; 978-3-658-00994-6/ebook). viii, 200~p. (2013).
Classification: K25 I75 Reviewer: Markus Fulmek (Wien)
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Linear algebra for computer science. Vector spaces, systems of equations, coding, quantum algorithms. (Lineare Algebra für die Informatik. Vektorräume, Gleichungssysteme, Codierung, Quantenalgorithmen.) (German)
Lehrbuch. Wiesbaden: Springer Vieweg (ISBN 978-3-658-00188-9/pbk; 978-3-658-00189-6/ebook). viii, 186~p. (2013).
Classification: H65 P25 Reviewer: Hans Havlicek (Wien)
3
Algebraic foundations of computer science. Structures - numbers - encryption - coding. (Algebraische Grundlagen der Informatik. Strukturen - Zahlen - Verschlüsselung - Codierung.) (German)
Vieweg, Wiesbaden (ISBN 3-528-13166-7). 336 p. (2005).
Classification: M55 P25
4
Algebraic fundamentals of computer science. Numbers - structures - coding - encyphering. (Algebraische Grundlagen der Informatik. Zahlen - Strukturen - Codierung - Verschlüsselung.) (German)
Vieweg, Braunschweig (ISBN 3-528-03166-2). 407 p. (2001).
Classification: H15
5
Introduction to object-oriented computer programming. Einfuehrung in die objektorientierte Programmierung. (German)
Muenchen: Oldenbourg. 1992. 244 p. [ISBN 3-486-21615-5]
Classification: P50 P40
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