Kolmogorov Random Graphs And The Incompressibility

Kolmogorov Random Graphs And The Incompressibility

Title: Kolmogorov Random Graphs and the Incompressibility Method Authors: Harry Buhrman (CWI), Ming Li (University of Waterloo), John Tromp (CWI), Paul Vitanyi (CWI and University

Front: [math.CO/0110203] Kolmogorov Random Graphs and the

Abstract: We use the incompressibility method based on Kolmogorov complexity to determine the total By `almost all graphs' we mean the Kolmogorov random graphs which constitute a

Front: [cs.DC/9903009] Space-Efficient Routing Tables for Almost All

5 Kolmogorov random graphs and the incompressibility method - Buhrman, Li et al. ACM DBLP 3 Lower bounds for compact routing schemes (context) - Kranakis, Krizanc - 1996

Space-Efficient Routing Tables For Almost All Networks And The

Our proof uses the incompressibility method based on Similar documents (at the 6.5% : Kolmogorov Random Graphs - Buhrman, Li, Vitanyi (1997) Active bibliography (related

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KOLMOGOROV RANDOM GRAPHS AND THE INCOMPRESSIBILITY METHOD HARRYBUHRMAN y , MING LI z , JOHN TROMP x , AND PAULVITANYI { SIAMJ. C OMPUT . c ∞ 1999 Society for Industrial and

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