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Quantum Information Processing

Conditions that enable a player to surely win in sequential quantum games

  • 01-07-2022
Published in:
Author
Theodore Andronikos
Published in
Quantum Information Processing | Issue 7/2022

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Abstract

The article delves into the intricate world of sequential quantum games, where players use groups of unitary operators to make their moves. It explores the conditions under which a player can guarantee a win, highlighting the importance of the game's structure and the sets of admissible actions. The study introduces canonical and noncanonical games, examining scenarios where one player has an advantage over the other. Notably, the article presents original theorems and examples that illustrate how the specific rules of the game can determine the outcome, challenging the assumption that quantum strategies always prevail over classical ones. This work is particularly significant for its rigorous analysis and general results, which have not been previously stated in such detail.
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previous article Quantum linear system algorithm applied to communication systems
next article Quantum circuits of gates: optimization and entanglement
Title
Conditions that enable a player to surely win in sequential quantum games
Author
Theodore Andronikos
Publication date
01-07-2022
Publisher
Springer US
Published in
Quantum Information Processing / Issue 7/2022
Print ISSN: 1570-0755
Electronic ISSN: 1573-1332
DOI
https://doi.org/10.1007/s11128-022-03604-8
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Other articles of this Issue 7/2022

Statistics of projective measurement on a quantum probe as a witness of noncommutativity of algebra of a probed system

Universal construction of a full quantum one-way function

Quantum circuits of gates: optimization and entanglement

Transfer of zero-order coherence matrix along spin-1/2 chain

Reality variation under monitoring with weak measurements

Performance of superconducting quantum computing chips under different architecture designs