Selected papers of M. Ohya / edited by N. Watanabe.

Format:

Book

Author/Creator:

Ohya, Masanori, 1947-

Contributor:

Watanabe, N. (Noboru), 1938-

Standardized Title:

Papers. Selections

Language:

English

Subjects (All):

Quantum entropy.

Quantum teleportation.

Quantum theory.

Physical Description:

1 online resource (488 p.)

Place of Publication:

New Jersey : World Scientific, c2008.

Language Note:

English

Summary:

This volume is a collection of articles written by Professor M Ohya over the past three decades in the areas of quantum teleportation, quantum information theory, quantum computer, etc. By compiling Ohya's important works in these areas, the book serves as a useful reference for researchers who are working in these fields. <i>Sample Chapter(s)</i><br>Introduction (109 KB)<br>Chapter 1: Adaptive Dynamics and Its Applications To Chaos and Npc Problem (1,633 KB)<br> <br><i>Contents:</i><ul><li>Adaptive Dynamics and Its Applications</li><li>A Stochastic Limit Approach to the SAT Problem</li><li>

Contents:

Contents; Prefaces; by L. Accardi; by R. S. Ingarden; by I. Ojima; Introduction; Curriculum Vitae; (1) Adaptive Dynamics and its Applications to Chaos and NPC Problem, Quantum Bio-Informatics: From Quantum Information to Bio-Informatics (2008) 181-216; 1. Introduction; 1.1. Entropy, Information in Classical and Quantum World; 1.2. Schematic Expression of Understanding; 2. Adaptive Dynamics-Conceptual Meaning-; 2.1. Description of chaos; 2.2. Chameleon dynamics; 2.3. Quantum SAT algorithm; 2.3.1. Chaos SAT algorithm; 2.3.2. Adaptive SAT algorithm; 2.4. Summary

3. Adaptive Dynamics Describing Chaos3.1. Information Dynamics; 3.1.1. State change and complexities; 3.2. Entropic Chaos Degree; 3.3. Algorithm computing Entropic Chaos Degree; 3.3.1. ECD with memory; 3.4. Adaptive Chaos Degree; 3.4.1. Chaos degree with adaptivity; 4. Adaptive Dynamics Solving SAT Problem.; 4.1. SAT problem; 4.2. Quantum Algorithm; 4.2.1. Channel expression of conventional unitary algorithm; 4.2.2. Channel expression of general quantum algorithm; 4.3. Quantum Algorithm of SAT; 4.4. Quantum chaos algorithm; 4.5. Stochastic limit and adaptive SAT Problem; References

(2) Teleportation Schemes in Infinite Dimensional Hilbert Spaces (with K.-H. Fichtner and W. Freudenberg), Journal of Mathematical Physics 46 (2005) 102103-14I. INTRODUCTION; II. BASIC NOTIONS AND NOTATIONS; III. THE TELEPORTATION CHANNEL; IV. TRANSFORMATION OF PRODUCT STATES; V. EXISTENCE OF UNITARY KEYS; VI. CONCLUDING REMARKS; (3) Quantum Algorithm for SAT Problem and Quantum Mutual Entropy, Reports on Mathematical Physics 55 (2005) 109-125; 1. Introduction; 2. Quantum chaos algorithm of SAT; 2.1. Quantum algorithm; 2.2. Quantum algorithm of SAT; 2.3. Chaos algorithm of SAT

3. Quantum adaptive algorithm of SAT3.1. Stochastic limit and SAT problem; 4. Comparison of various quantum mutual type entropies; Acknowledgements; REFERENCES; (4) A Stochastic Limit Approach to the SAT Problem (with L. Accardi), Open Systems and Information Dynamics 11 (2004) 219-233; 1. Introduction; 2. Quantum Algorithm; 2.1. CHANNEL EXPRESSION OF CONVENTIONAL UNITARY ALGORITHM; 2.2. CHANNEL EXPRESSION OF THE GENERAL QUANTUM ALGORITHM; 3. Quantum Algorithm of SAT; 3.1. LOGICAL NEGATION; 3.2. TRUTH FUNCTIONS; 3.3. QUANTUM ALGORITHM FOR THE SAT PROBLEM; 3.4. CHAOTIC DYNAMICS

4. Quantum Adaptive Systems5. Stochastic Limit and SAT Problem; 6. Conclusion; Acknowledgment; Bibliography; (5) New Quantum Algorithm for Studying NP-complete Problems (with I. V. Volowich), Reports on Mathematical Physics 52 (2003) 25-32; 1. Introduction; 2. SAT Problem; 3. Quantum algorithm; 4. Chaotic dynamics; 5. Conclusion; RFFERENCES; (6) How Can We Observe and Describe Chaos (with A . Kossakowski and Y. Togawa), Open Systems and Information Dynamics 10 (2003) 221-233; 1. Introduction; 2. Information Dynamics and Chaos Degree; 3. Entropic Chaos Degree and its Algorithm 3.

3.1. AN ALGORITHM COMPUTING CHAOS DEGREE

Notes:

Description based upon print version of record.

Includes bibliographical references.

ISBN:

9786611934378

9781281934376

1281934372

9789812794208

9812794204

OCLC:

815752311