Kraaikamp, Cornelis (1958-)
| rdfs:label | "Kraaikamp, Cornelis (1958-)" |
| schema:name | "Cornelis Kraaikamp" |
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schema:family |
"Kraaikamp" |
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schema:given |
"Cornelis" |
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schema:birth |
"1958" |
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schema:same |
<https:/ |
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<http:/ |
|
| wd:Q102084613 | |
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schema:main |
<https:/ |
Inverse relations
[ .. ] → schema:contributor → Kraaikamp, Cornelis (1958-)
Binary images and inhomogeneous tree-indexed Markov chains / F.M. Dekking, C. Kraaikamp and J.G. Schoutenschema:ProductModel
Generalization of a theorem of Kusmin / Karma Dajani, Cor Kraaikampschema:ProductModel
Kanstat : probability and statistics for the 21st century / F.M. Dekking, C. Kraaikamp, H.P. Lopuphaä, L.E. Meesterschema:ProductModel
Mathematics with industry / ed.: C. Kraaikamp, H.X. Lin, C.W. Oosterleeschema:ProductModel
Metrical theory for optimal continued fractions / Wieb Bosma & Cor Kraaikampschema:ProductModel
Metrical theory of continued fractions / by Marius Iosifescu and Cor Kraaikampschema:ProductModel
Natural extensions for the Rosen fractions / Robert M. Burton, Cornelis Kraaikamp, Thomas A. Schmidtschema:ProductModel
Properties of optimal continued fractions / by Wieb Bosma & Cor Kraaikampschema:ProductModel
Verborgen boodschappen : een inleiding in de cryptografie / Aldine Aaten en Cor Kraaikampschema:ProductModel
[ .. ] → schema:author → Kraaikamp, Cornelis (1958-)
A new class of continued fraction expansions / by Cor Kraaikampschema:ProductModel
A new class of continued fraction expansions / by Cor Kraaikampschema:ProductModel
Good approximations and continued fractions / by Cor Kraaikamp & Pierre Liardetschema:ProductModel
Good approximations and continued fractions / by Cor Kraaikamp & Pierre Liardetschema:ProductModel
Maximal S-expansions are bernouilli shifts / Cornelis Kraaikampschema:ProductModel
Metric and arithmetic results for continued fraction expansions / Cornelis Kraaikampschema:ProductModel
On symmetric and asymmetric Diophantine approximation by continued fractions / Cornelis Kraaikampschema:ProductModel
On the approximation by continued fractions, II / by Cor Kraaikampschema:ProductModel
The distribution of certain sequences connected with the nearest integer continued fraction / by C. Kraaikampschema:ProductModel