The Delta Game
Ken Dykema, Vern I. Paulsen, Jitendra Prakash
TL;DR
This paper introduces a new game related to the $I_{3322}$ game and analyzes its constrained value function across different families of synchronous quantum probability densities.
Contribution
It presents a novel game and provides an analysis of its constrained value function within various quantum probability density frameworks.
Findings
Analysis of the constrained value function for the game.
Comparison across different families of quantum probability densities.
Insights into the relationship between the game and quantum probability theories.
Abstract
We introduce a game related to the game and analyze a constrained value function for this game over various families of synchronous quantum probability densities.
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Taxonomy
TopicsQuantum Mechanics and Applications · Complex Systems and Time Series Analysis · Quantum Computing Algorithms and Architecture