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Searching for authors named "Ioannis Kontoyiannis" – sorted by Relevance.

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  • Second-Order Analysis of Lossless and Lossy Versions of Lempel-Ziv Codes  
  • by Ioannis Kontoyiannis — 1997 — College of Engineering, Mumbai University
  • …We present an overview of several recent results (some new and some known) on the asymptotic performance of different variants of the Lempel-Ziv coding algorithm, in both the lossless case and the lossy case. The results are based on the asymptotic behavior of waiting times, following the general me…
  • Cited by 2 (1 self)Add To MetaCart
  • The Asymptotics of Waiting Times Between Stationary Processes, Allowing Distortion  
  • by Short Title, Ioannis Kontoyiannis — 1999 — Ann. Appl. Probab
  • …this paper is to extend these asymptotic results to W n (D) (see Corollaries 1 through 4, below). Little has been done in this direction: Recently, Yang and Kieffer (1998) showed that (2) holds for W n (D) when AX and A Y are finite sets, with R = R(P 1 ; Q 1 ; D) given as the solution to a variatio…
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  • Arbitrary Source Models and Bayesian Codebooks in Rate-Distortion Theory  
  • by Ioannis Kontoyiannis, Junshan Zhang — 2002 — IEEE Trans. Inform. Theory
  • …We characterize the best achievable performance of lossy compression algorithms operating on arbitrary random sources, and with respect to general distortion measures. Direct and converse coding theorems are given for variable-rate codes operating at a xed distortion level, emphasizing: (a) non-asym…
  • Cited by 13 (6 self)Add To MetaCart
  • Source coding, large deviations, and approximate pattern matching  
  • by Amir Dembo, Ioannis Kontoyiannis — 2002 — IEEE Trans. Inform. Theory
  • …Dedicated to the memory of Aaron Wyner, a valued friend and colleague. Abstract—In this review paper, we present a development of parts of rate-distortion theory and pattern-matching algorithms for lossy data compression, centered around a lossy version of the asymptotic equipartition property (AEP)…
  • Cited by 12 (8 self)Add To MetaCart
  • Critical Behavior in Lossy Source Coding  
  • by Amir Dembo, Ioannis Kontoyiannis — 2000
  • …|The following critical phenomenon was recently discovered. When a memoryless source is compressed using a variable-length xed-distortion code, the fastest convergence rate of the (pointwise) compression ratio to R(D) is either O( p n) or O(log n). We show it is always O( p n), except for discre…
  • Cited by 1 (1 self)Add To MetaCart
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