Since the establishment of von Neumann and Nash's concept of equilibrium, game theory has become a universal language in economics and social sciences. However, classical game theory is deeply rooted in the mechanistic worldview, and its deterministic assumptions, static equilibrium, and individualistic methodology are becoming increasingly inadequate in explaining the emergence of cooperation, uncertainty, and complex social interactions. This book directly faces this dilemma and introduces the core concepts of quantum mechanics into game analysis, constructing a complete system of quantum game theory. Starting from the century long evolution of game theory, the entire book deeply criticizes the mechanistic nature of classical game theory, and re establishes the philosophical foundation of game theory through practical ontology. On this basis, this book proposes the hypothesis of a "quantum gamer" and constructs a complete analytical framework from superposition strategy space, quantum entanglement to measurement collapse. The system reconstructs core areas such as quantum zero sum games, quantum non-zero sum games, quantum prisoner's dilemma, quantum coordination games, quantum evolutionary games, quantum cooperative games, and quantum incomplete information games, and extends them to cutting-edge directions such as quantum repetitive games, quantum game learning, and quantum mechanism design. At the application level, this book comprehensively demonstrates the broad prospects of quantum game theory in fields such as economics, political science, sociology, biology, computer science, quantum computing, artificial intelligence, and ethics. This book emphasizes that quantum entanglement enables cooperation to emerge, and quantum measurement leads equilibrium from static to dynamic collapse, thus surpassing the explanatory boundaries of classical game theory. The book has a rigorous structure and in-depth arguments, combining theoretical originality with interdisciplinary perspectives, providing a groundbreaking work for researchers, graduate students, and cutting-edge explorers to understand the quantum game revolution.
Huilin Zhao· Zenodo (CERN European Organi...· 0 citations
Since the establishment of von Neumann and Nash's concept of equilibrium, game theory has become a universal language in economics and social sciences. However, classical game theory is deeply rooted in the mechanistic worldview, and its deterministic assumptions, static equilibrium, and individualistic methodology are becoming increasingly inadequate in explaining the emergence of cooperation, uncertainty, and complex social interactions. This book directly faces this dilemma and introduces the core concepts of quantum mechanics into game analysis, constructing a complete system of quantum game theory. Starting from the century long evolution of game theory, the entire book deeply criticizes the mechanistic nature of classical game theory, and re establishes the philosophical foundation of game theory through practical ontology. On this basis, this book proposes the hypothesis of a "quantum gamer" and constructs a complete analytical framework from superposition strategy space, quantum entanglement to measurement collapse. The system reconstructs core areas such as quantum zero sum games, quantum non-zero sum games, quantum prisoner's dilemma, quantum coordination games, quantum evolutionary games, quantum cooperative games, and quantum incomplete information games, and extends them to cutting-edge directions such as quantum repetitive games, quantum game learning, and quantum mechanism design. At the application level, this book comprehensively demonstrates the broad prospects of quantum game theory in fields such as economics, political science, sociology, biology, computer science, quantum computing, artificial intelligence, and ethics. This book emphasizes that quantum entanglement enables cooperation to emerge, and quantum measurement leads equilibrium from static to dynamic collapse, thus surpassing the explanatory boundaries of classical game theory. The book has a rigorous structure and in-depth arguments, combining theoretical originality with interdisciplinary perspectives, providing a groundbreaking work for researchers, graduate students, and cutting-edge explorers to understand the quantum game revolution.
Huilin Zhao· Zenodo (CERN European Organi...· 0 citations
Finance has gone through decades under the guidance of efficient market hypothesis and rational pricing model, but has encountered profound challenges in the face of financial crises and market anomalies: irrational fluctuations in asset prices, herding effects, foam and crashes, exposing the mechanical limitations of classical financial theory. This book constructs a complete theoretical system of quantum finance using probability, entanglement, and measurement collapse as core tools in quantum mechanics. The whole book consists of six parts and thirty chapters. The first part establishes the philosophical foundation and quantum probability framework of quantum finance; The second part of the system constructs the theory of quantum asset pricing, covering quantum CAPM, quantum arbitrage pricing, quantum option pricing, and quantum interest rate term structure; The third part expands quantum risk management, covering quantum VaR, stress testing, and systemic risk; Part Four: Constructing Quantum Portfolio and Asset Allocation Theory; The fifth part delves into the microstructure of quantum markets and quantum behavioral finance; Chapter 6: Prospects for Quantum Computing, Quantum Machine Learning, Quantum Blockchain Applications in Finance, and Quantum Financial Regulation. The core insight of this book is that financial asset prices are not deterministic facts, but rather probabilities of superposition; Market price discovery is not a linear equilibrium, but the emergence of quantum entanglement and measurement collapse among market participants; The financial crisis is not an exogenous shock, but a quantum phase transition under critical conditions. The book has a complete system and rigorous mathematics, providing a cutting-edge theoretical framework for financial researchers, quantitative investment practitioners, and risk management professionals to understand the quantum nature of financial markets.
Huilin Zhao· Zenodo (CERN European Organi...· 0 citations
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