Quantum Latin squares fail to crack Euler's 36 officers puzzleA new study published on August 14, 2026, reports that quantum Latin squares cannot solve Euler's 36 officers problem. The finding, highlighted by Phys.org, addresses a long-standing combinatorial puzzle dating back to 1779. Researchers explored whether quantum versions of Latin squares could overcome the classical impossibility, but the answer remains negative. This result clarifies the limits of quantum approaches to this classic problem. For those following quantum computing and combinatorics, this is a notable theoretical boundary. The full article is available at Phys.org.













