An algorithm for random number generation by using arithmetic of limited precision : Part II
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概要
- 論文の詳細を見る
- 2001-12-04
著者
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Uyematsu Tomohiko
Dept. Of Comm. And Integrated Systems Tokyo Institute Of Technology
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LI Yuan
Dept. of Communications and Integrated Systems, Tokyo Institute of Technology
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Li Yuan
Dept. Of Communications And Integrated Systems Tokyo Institute Of Technology
関連論文
- Secret Key Capacity for Ergodic Correlated Sources(Information Theory)
- Conditional Lempel-Ziv Complexity and Its Application to Source Coding Theorem with Side Information(Source Coding/Imge Processing)(Information Theory and Its Applications)
- Universal Lossy Coding for Individual Sequences Based on Complexity Functions(Information Theory)
- Relationship among Complexities of Individual Sequences over Countable Alphabet(Information Theory)
- Asymptotical Optimality of Two Variations of Lempel-Ziv Codes for Sources with Countably Infinite Alphabet
- Universal Slepian-Wolf Source Codes Using Low-Density Parity-Check Matrices
- Vulnerability of MRD-Code-based Universal Secure Network Coding against Stronger Eavesdroppers
- A New Unified Method for Fixed-Length Source Coding Problems of General Sources
- Fixed-Slope Universal Lossy Coding for Nonstationary Sources
- Applicability of the Sample Path Method of Ergodic Processes to Individual Sequences
- An algorithm for random number generation by using arithmetic of limited precision : Part II
- A General Formula of the Capacity Region for Multiple-Access Channels with Deterministic Feedback
- A Universal Affine Code for Symmetric Channels
- Parametric Forms of the Achievable Rate Region for Source Coding with a Helper