Parrondo Games and Quantum Algorithms
Chiu Fan Lee, Neil Johnson
Abstract
We pursue the possible connections between classical games and quantum computation. The Parrondo game is one in which a random combination of two losing games produces a winning game. We introduce novel realizations of this Parrondo effect in which the player can `win' via random reflections and rotations of the state-vector, and connect these to known quantum algorithms.
Create a lesson
Related papers
Logical CCZ state cultivation
Yuta Hirasaki, Jong Yeon Lee
Quantum-Aware Key Rank for Side-Channel Attacks evaluation
Yevgen Kotukh
Intermediate memory costs of quantum channel synthesis with a protected subsystem
Kai Liu, Deguang Han
Quantum Work Statistics from Entanglement-Assisted Invariance
Akira Sone, Akram Touil, Emery Doucet et al.
Petz Recovery through a Single Polar Transformation for Approximate Quantum Error Correction
Hanzhang Zhao, Shenglong Xu
Demonstration of a mobile ion-trap quantum device
Sara Alfaro, Dipesh Bhanushali, Sankarshan Choudapurkar et al.