Non interactive Quantum Perfect and Statistical Zero Knowledge 1st edition by Hirotada Kobayashi – Ebook PDF Instant Download/Delivery. 3540245872, 978-3540245872
Full download Non interactive Quantum Perfect and Statistical Zero Knowledge 1st Edition after payment
Product details:
ISBN 10: 3540245872
ISBN 13: 978-3540245872
Author: Hirotada Kobayashi
This paper introduces quantum analogues of non-interactive perfect and statistical zero-knowledge proof systems. Similar to the classical cases, it is shown that sharing randomness or entanglement is necessary for non-trivial protocols of non-interactive quantum perfect and statistical zero-knowledge. It is also shown that, with sharing EPR pairs a priori, the complexity class resulting from non-interactive quantum perfect zero-knowledge proof systems of perfect completeness has a natural complete promise problem. Using our complete promise problem, the Graph Non-Automorphism problem is shown to have a non-interactive quantum perfect zero-knowledge proof system.
Non interactive Quantum Perfect and Statistical Zero Knowledge 1st Table of contents:
-
Introduction
- 1.1 Overview of Zero Knowledge Proofs
- 1.2 Quantum vs Classical Zero Knowledge Proofs
- 1.3 Relevance and Applications of NI-QPZK and SZK
- 1.4 Structure of the Book
-
Fundamentals of Zero Knowledge Proofs
- 2.1 Classical Zero Knowledge Proofs: Definition and History
- 2.2 Perfect, Statistical, and Computational Zero Knowledge
- 2.3 Definitions and Properties of Zero Knowledge
- 2.4 Challenges in Zero Knowledge Protocols
-
Quantum Computing and Cryptography
- 3.1 Introduction to Quantum Computing
- 3.2 Quantum Cryptography Basics
- 3.3 Key Quantum Concepts Relevant to Zero Knowledge
- 3.4 Quantum Security Models and Threats
-
Non-Interactive Zero Knowledge Proofs
- 4.1 Definition and Evolution of Non-Interactive Proofs
- 4.2 Fiat-Shamir Heuristic in Classical Settings
- 4.3 Non-Interactive Quantum Proofs: Theoretical Foundations
- 4.4 Techniques for Achieving Non-Interactivity in Quantum Settings
-
Quantum Perfect Zero Knowledge (NI-QPZK)
- 5.1 Definition and Characterization of Perfect Zero Knowledge
- 5.2 Non-Interactive Perfect Zero Knowledge in Quantum Protocols
- 5.3 Applications of NI-QPZK in Quantum Cryptography
- 5.4 Security and Efficiency of NI-QPZK Protocols
-
Statistical Zero Knowledge (SZK)
- 6.1 Definition and Basics of Statistical Zero Knowledge
- 6.2 Differences Between Statistical and Perfect Zero Knowledge
- 6.3 Statistical Zero Knowledge in Classical vs. Quantum Contexts
- 6.4 Protocol Design and Optimization for SZK
- 6.5 Applications of SZK in Cryptography
-
Quantum Statistical Zero Knowledge Proofs (NI-QSZK)
- 7.1 Integrating Statistical Zero Knowledge with Quantum Systems
- 7.2 Protocols for Quantum SZK
- 7.3 Security Considerations in Quantum SZK
- 7.4 Quantum SZK in Modern Cryptographic Applications
-
Comparing Classical and Quantum Zero Knowledge Proofs
- 8.1 Advantages and Disadvantages of Quantum Approaches
- 8.2 Security Considerations: Quantum vs Classical
- 8.3 Complexity and Efficiency Analysis
- 8.4 Hybrid Approaches: Combining Classical and Quantum Zero Knowledge
-
Applications of NI-QPZK and SZK
- 9.1 Privacy-Preserving Cryptographic Protocols
- 9.2 Secure Multi-Party Computation
- 9.3 Quantum Authentication and Identity Verification
- 9.4 Blockchain and Quantum Security
-
Challenges and Open Problems
- 10.1 Current Challenges in Quantum Zero Knowledge Proofs
- 10.2 Open Problems in NI-QPZK and SZK Research
- 10.3 Future Directions in Quantum Cryptography
People also search for Non interactive Quantum Perfect and Statistical Zero Knowledge 1st:
non-interactive zero-knowledge proof
quantum nonlocality pdf
no-nonsense quantum mechanics pdf
non-trivial quantum phenomena
understanding quantum technologies