An Introduction to Quantum Game Theory
arXiv:quant-ph/0506219
Abstract
This essay gives a self-contained introduction to quantum game theory, and is primarily oriented to economists with little or no acquaintance with quantum mechanics. It assumes little more than a basic knowledge of vector algebra. Quantum mechanical notation and results are introduced as needed. It is also shown that some fundamental problems of quantum mechanics can be formulated as games.
69 pages
References in corpus (19)
- Quantum secret sharing
- How to share a quantum secret
- Quantum Games and Quantum Strategies
- Grover's quantum searching algorithm is optimal
- Optimal Universal and State-Dependent Quantum Cloning
- Optimal Cloning of Pure States
- Quantum Games
- Basic concepts in quantum computation
- How the no-cloning theorem got its name
- Universal Quantum Cloning in Cavity QED
- A fast quantum mechanical algorithm for estimating the median
- An invitation to Quantum Game Theory
- Game-theoretic discussion of quantum state estimation and cloning
- A Quantum Teleportation Game
- Subjective and Objective Probabilities in Quantum Mechanics
- Quantum Strategy Without Entanglement
- A Grover-based quantum search of optimal order for an unknown number of marked elements
- How come the Correlations?
- Quantum Computational Representation of the Bosonic Oscillator