Entangled Officers of Euler: A Quantum Solution to a Classically Impossible Problem
Offered By: International Centre for Theoretical Sciences via YouTube
Course Description
Overview
Explore a fascinating colloquium that delves into Euler's 36 officers problem, a classically impossible combinatorial puzzle, and its quantum solution. Discover how a natural quantum construction of orthogonal Latin squares leads to solutions that defy classical limitations. Learn about the historical context of this problem and its connection to popular games like Sudoku. Gain insights into the construction of absolutely maximally entangled states and their relevance to quantum information and many-body physics. Join speaker Arul Lakshminarayan from IIT Madras, Chennai, as he presents this intriguing topic in a 1-hour 8-minute talk hosted by the International Centre for Theoretical Sciences.
Syllabus
36 entangled officers of Euler: A quantum solution to a classically... by Arul Lakshminarayan
Taught by
International Centre for Theoretical Sciences
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