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Result 1 to 11 of 11 total

The greatest mysteries of mathematics. VI. How real is infinity? (Die größten Rätsel der Mathematik. VI. Wie real ist das Unendliche?) (German)
Spektrum Wiss. 2009, No. 3, 54-61 (2009).
Classification: E60 A30
1
Sudoku, or lonely numbers. (Sudoku oder die einsamen Zahlen.) (German)
Spektrum Wiss. 2006, No. 3, 100-106 (2006).
Classification: A20 K20
2
The computer as a mathematician. (Les ordinateurs mathématiciens!) (French)
Bull. APMEP, No. 442, 602-612 (2002).
Classification: E50
3
Is infinity paradoxical in mathematics? (Les infinis. L’infini est-il paradoxal en mathématiques?) (French)
Pour Sci., No. Special, 3-38 (2000).
Classification: E60
4
Information, complexity and randomness. (Information, complexité et hasard.) (French)
Hermès Science Publ., Paris (ISBN 2-7462-0026-0). 275 p. (1999).
Classification: E30
5
$π$ - the story. ($π$ - Die Story.) (German)
Birkhäuser, Basel (ISBN 3-7643-6056-9). 271 p. (1999).
Classification: A30
6
Never-ending games and infinite sets. (Unendliche Spiele und grosse Mengen.) (German)
Spektrum Wiss. 1998, No. 12, 46-54 (1998).
Classification: E60
7
Infinite games and large sets. (Unendliche Spiele und große Mengen.) (German)
Spektrum Wiss. 1998, No. 12, 46-54 (1998).
Classification: E60
8
The fascinating number $π$. (Le fascinant nombre $π$.) (French)
Pour la Science, Paris (ISBN 2-9029-1825-9). 224 p. (1997).
Classification: A10
9
Chaitin’s equation: A spectacular extension of Goedels’s theorem. Une extension spectaculaire du theoreme de Goedel: l’equation de Chaitin. Die Chaitinsche Gleichung: Eine spektakulaere Erweiterung des Goedelschen Satzes. (French)
Recherche (Paris). (Jun 1988) v. 19(200) p. 860-862. CODEN: RCCHBV [ISSN 0029-5671]
Classification: P20 N10
10
Cantor’s ternary set. Das Cantorsche Diskontinuum(L’ensemble triadique de Cantor). (French)
Plot. (1984) (no.29) p. 5-13. [ISSN 0397-7471]
Classification: I93 I94
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