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Quantum Process Algebra cover

Quantum Process Algebra

by Yong Wang

1st Edition

Publisher: Morgan Kaufmann

(0 reviews)
Computer Science & IT

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Book Details

Print ISBN9780443275135
eText ISBN9780443275142
PublisherMorgan Kaufmann
Publishing Year2025
Edition1st Edition
LanguageEnglish
Pages450

Quantum Process Algebra, 1st Edition presents explicit algebraic properties and formal laws tailored for quantum computing architectures. Authored by Yong Wang and published by Morgan Kaufmann, this 2025 volume gives computer science researchers and quantum technology specialists a formal system for analyzing quantum computational behavior.

The thematic coverage examines open quantum systems, closed quantum systems, and reversible true concurrency across seventeen structured chapters. The text details exact models for unitary operators, quantum measurement, and quantum entanglement. In addition, it unifies mixed quantum and classical processes through structured operational semantics while establishing clear mathematical relationships between probabilistic quantum bisimilarity and classical probabilistic bisimilarity.

Constructed upon an ACP-like probabilistic process algebra foundation, the work delivers complete axiomatizations and equational logic to facilitate formal process analysis. This theoretical machinery directly supports the verification of quantum communication protocols. The volume offers targeted value for software engineers, programmers, machine learning researchers, and artificial intelligence scholars seeking formal methods for quantum systems.

Table of Contents

  1. Chapter 1: Introduction

  2. Chapter 2: Backgrounds

    • • 2.1 Basic Quantum Mechanics
    • • 2.2 Structured Operational Semantics
    • • 2.3 Proof Techniques
    • • 2.4 Truly Concurrent Process Algebra-APTC
    • • 2.4.1 Basic Algebra for True Concurrency
    • • 2.4.2 APTC with Left Parallel Composition
    • • 2.4.3 Recursion
    • • 2.4.4 Abstraction
    • • 2.5 Probabilistic Truly Concurrent Process Algebra-APPTC
    • • 2.5.1 Basic Algebra for Probabilistic True Concurrency
    • • 2.5.2 Algebra for Parallelism in Probabilistic True Concurrency
    • • 2.5.3 Recursion
    • • 2.5.4 Abstraction
    • • 2.6 APTC with Guards -APTCG
    • • 2.6.1 BATC with Guards
    • • 2.6.2 APTC with Guards
    • • 2.6.3 Recursion
    • • 2.6.4 Abstraction
    • • 2.7 APPTC with Guards-APPTCG
    • • 2.7.1 BAPTC with Guards
    • • 2.7.2 APPTC with Guards
    • • 2.7.3 Recursion
    • • 2.7.4 Abstraction
    • • 2.8 APTC with Localities
    • • 2.8.1 Operational Semantics
    • • 2.8.2 BATC with Localities
    • • 2.8.3 APTC with Localities
    • • 2.8.4 Recursion
    • • 2.8.5 Abstraction
    • • 2.9 APPTC with Localities
    • • 2.9.1 Operational Semantics
    • • 2.9.2 BAPTC with Localities
    • • 2.9.3 APPTC with Localities
    • • 2.9.4 Recursion
    • • 2.9.5 Abstraction
    • • 2.10 Reversible Truly Concurrent Process Algebra { APRTC
    • • 2.10.1 Basic Algebra for True Concurrency
    • • 2.10.2 Algebra for Parallelism in Reversible True Concurrency
    • • 2.10.3 Recursion
    • • 2.10.4 Abstraction
    • • 2.11 Structured Operational Semantics Extended to Support Quantum Processes
  3. Chapter 3: APTC for Open Quantum Systems

    • • 3.1 BATC for Open Quantum Systems
    • • 3.2 APTC for Open Quantum Systems
    • • 3.3 Recursion
    • • 3.4 Abstraction
    • • 3.5 Quantum Entanglement
    • • 3.6 Unification of Quantum and Classical Computing for Open Quantum Systems
  4. Chapter 4: APPTC for Closed Quantum Systems

    • • 4.1 BAPTC for Closed Quantum Systems
    • • 4.2 APPTC for Closed Quantum Systems
    • • 4.3 Recursion
    • • 4.4 Abstraction
    • • 4.5 Quantum Measurement
    • • 4.6 Quantum Entanglement
    • • 4.7 Unification of Quantum and Classical Computing for Closed Quantum Systems
  5. Chapter 5: APTCG for Open Quantum Systems

    • • 5.1 BATCG for Open Quantum Systems
    • • 5.2 APTCG for Open Quantum Systems
    • • 5.3 Recursion
    • • 5.4 Abstraction
    • • 5.5 Quantum Entanglement
    • • 5.6 Unification of Quantum and Classical Computing for Open Quantum Systems
  6. Chapter 6: APPTCG for Closed Quantum Systems

    • • 6.1 BAPTCG for Closed Quantum Systems
    • • 6.2 APPTCG for Closed Quantum Systems
    • • 6.3 Recursion
    • • 6.4 Abstraction
    • • 6.5 Quantum Measurement
    • • 6.6 Quantum Entanglement
    • • 6.7 Unification of Quantum and Classical Computing for Closed Quantum Systems
  7. Chapter 7: APTC with Localities for Open Quantum Systems

    • • 7.1 BATC with Localities for Open Quantum Systems
    • • 7.2 APTC with Localities for Open Quantum Systems
    • • 7.3 Recursion
    • • 7.4 Abstraction
    • • 7.5 Quantum Entanglement
    • • 7.6 Unification of Quantum and Classical Computing for Open Quantum Systems
  8. Chapter 8: APPTC with Localities for Closed Quantum Systems

    • • 8.1 BAPTC with Localities for Closed Quantum Systems
    • • 8.2 APPTC with Localites for Closed Quantum Systems
    • • 8.3 Recursion
    • • 8.4 Abstraction
    • • 8.5 Quantum Measurement
    • • 8.6 Quantum Entanglement
    • • 8.7 Unification of Quantum and Classical Computing for Closed Quantum Systems
  9. Chapter 9: APRTC for Open Quantum Systems

    • • 9.1 BARTC for Open Quantum Systems
    • • 9.2 APRTC for Open Quantum Systems
    • • 9.3 Recursion
    • • 9.4 Abstraction
    • • 9.5 Quantum Entanglement
    • • 9.6 Unification of Quantum and Classical Computing for Open Quantum Systems
  10. Chapter 10: Algebra for Parallelism in Reversible Probabilistic True Concurrency

    • • 10.1 Basic Algebra for Reversible Probabilistic True Concurrency
    • • 10.1.1 Axiom System of BARPTC
    • • 10.1.2 Properties of BARPTC
    • • 10.1.3 Structured Operational Semantics of BARPTC
    • • 10.2 Algebra for Parallelism in Reversible Probabilistic True Concurrency
    • • 10.2.1 Axiom System of Parallelism
    • • 10.2.2 Structured Operational Semantics of Parallelism
    • • 10.2.3 Encapsulation
    • • 10.3 Recursion
    • • 10.3.1 Guarded Recursive Specifications
    • • 10.3.2 Recursive Definition and Specification Principles
    • • 10.3.3 Approximation Induction Principle
    • • 10.4 Abstraction
    • • 10.4.1 Guarded Linear Recursion
    • • 10.4.2 Algebraic Laws for the Silent Step
    • • 10.4.3 Abstraction
  11. Chapter 11: APRPTC for Closed Quantum Systems

    • • 11.1 BARPTC for Closed Quantum Systems
    • • 11.2 APRPTC for Closed Quantum Systems
    • • 11.3 Recursion
    • • 11.4 Abstraction
    • • 11.5 Quantum Measurement
    • • 11.6 Quantum Entanglement
    • • 11.7 Unification of Quantum and Classical Computing for Closed Quantum Systems
  12. Chapter 12: APRTC with Guards

    • • 12.1 Reversible Operational Semantics
    • • 12.2 BARTC with Guards
    • • 12.3 APRTC with Guards
    • • 12.4 Recursion
    • • 12.5 Abstraction
  13. Chapter 13: APRTCG for Open Quantum Systems

    • • 13.1 Reversible Operational Semantics for Quantum Computing
    • • 13.2 BARTCG for Open Quantum Systems
    • • 13.3 APRTCG for Open Quantum Systems
    • • 13.4 Recursion
    • • 13.5 Abstraction
    • • 13.6 Quantum Entanglement
    • • 13.7 Unification of Quantum and Classical Computing for Open Quantum Systems
  14. Chapter 14: APRPTC with Guards

    • • 14.1 Reversible Probabilistic Operational Semantics
    • • 14.2 BARPTC with Guards
    • • 14.3 APRPTC with Guards
    • • 14.4 Recursion
    • • 14.5 Abstraction
  15. Chapter 15: APRPTCG for Closed Quantum Systems

    • • 15.1 Reversible Probabilistic Operational Semantics for Quantum Computing
    • • 15.2 BARPTC for Closed Quantum Systems
    • • 15.3 APRPTCG for Closed Quantum Systems
    • • 15.4 Recursion
    • • 15.5 Abstraction
    • • 15.6 Quantum Measurement
    • • 15.7 Quantum Entanglement
    • • 15.8 Unification of Quantum and Classical Computing for Closed Quantum Systems
  16. Chapter 16: Applications of Algebras for Open Quantum Systems

    • • 16.1 Verification of BB84 Protocol
    • • 16.2 Verification of E91 Protocol
    • • 16.3 Verification of B92 Protocol
    • • 16.4 Verification of DPS Protocol
    • • 16.5 Verification of BBM92 Protocol
    • • 16.6 Verification of SARG04 Protocol
    • • 16.7 Verification of COW Protocol
    • • 16.8 Verification of SSP Protocol
    • • 16.9 Verification of S09 Protocol
    • • 16.10 Verification of KMB09 Protocol
    • • 16.11 Verification of S13 Protocol
  17. Chapter 17: Applications of Algebras for Close Quantum Systems

    • • 17.1 Verification of Quantum Teleportation Protocol
    • • 17.2 Verification of BB84 Protocol
    • • 17.3 Verification of E91 Protocol
    • • 17.4 Verification of B92 Protocol
    • • 17.5 Verification of DPS Protocol
    • • 17.6 Verification of BBM92 Protocol
    • • 17.7 Verification of SARG04 Protocol
    • • 17.8 Verification of COW Protocol
    • • 17.9 Verification of SSP Protocol
    • • 17.10Verification of S09 Protocol
    • • 17.11Verification of KMB09 Protocol
    • • 17.12Verification of S13 Protocol

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▶Research Sources (16)
  • Quantum Process Algebra (ebook), Yong Wang | 9780443275142 ...
  • Quantum Process Algebra - Stakbogladen
  • Quantum Process Algebra by Yong Wang - eBook - WOOK
  • Sourcebooks, LLC.
  • Books - Old Soul Supply Co.
  • Morgan Kaufmann print books and ebooks - page 8 | Elsevier
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  • Quantum Process Algebra
  • Quantum Process Algebra - 1st Edition
  • Quantum Process Algebra by Yong Wang | 9780443275135
  • [quant-ph/0312067] Toward a Quantum Process Algebra
  • Quantum Process Algebra
  • An Algebra of Quantum Processes
  • [PDF] An algebra of quantum processes
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