Akten
Which number theoretic problems can be solved in recursive progressions ...
Enthält: zwei Sonderdrucke des Artikels "Which number theoretic problems can be solved in recursive progressions ..." aus: The Journal of symbolic Logic 37 (1972)
- Reference number
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PAKN, GK Georg Kreisel, GK 8-1-86
- Extent
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2 Sonderdrucke
- Context
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Georg Kreisel >> Sonderdruck- und Schriftensammlung >> Sonderdrucksammlung Schriften
- Holding
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PAKN, GK Georg Kreisel
- Date of creation
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1972
- Other object pages
- Last update
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10.06.2025, 11:28 AM CEST
Data provider
This object is provided by:
Archive der Universität Konstanz. If you have any questions about the object, please contact the data provider.
Archive der Universität Konstanz. If you have any questions about the object, please contact the data provider.
Object type
- Sachakte
Time of origin
- 1972
Other Objects (12)
Number theoretic concepts and recursive well-orderings
Model-theoretic invariants: Apllications to recursive and hyperarithmetic operations
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Number theoretic concepts and recursive well-orderings
Model-theoretic invariants: Apllications to recursive and hyperarithmetic operations
Uniform bounds for the number of powers in arithmetic progressions
Progressions-Tabell
Progressions=Lehre.
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Etudes progressions
DES PROGRESSIONS LOGARITHMIQUES.
The mystery solved
A difficulty solved
Destinism: Puzzle Solved
Livre III. Progressions et logarithms. Chapitre I. Progressions par différence.
Number theoretic concepts and recursive well-orderings
Model-theoretic invariants: Apllications to recursive and hyperarithmetic operations
Uniform bounds for the number of powers in arithmetic progressions
Progressions-Tabell
Progressions=Lehre.
Progressions-Tabell
Etudes progressions
DES PROGRESSIONS LOGARITHMIQUES.
The mystery solved
A difficulty solved
Destinism: Puzzle Solved