NIT Sikkim researchers show adding projectors to sequential quantum measurements achieves the algebraic maximum (2√2) violation of non-contextual inequalities, enabling assumption-free quantum dimension witnessing—key for verifying quantum registers.
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Researchers construct 12 Hardy's paradoxes for the Yu-Oh set (minimal SIC system, 13 vectors), identifying all logically contextual pure states and proving no mixed states qualify, each paradox achieving success probability SP=11.1%.
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New research defines a resource theory of generalized contextuality in GPT systems, introducing “classical excess” as a key measure. #quantumcontextuality
Explores contextuality in GPT systems through univalent simulations, simplex embeddability, and resource theories in quantum research. #quantumcontextuality
Explores how fine-tuning in quantum contextuality could be explained by information erasure, entropy, and deeper fundamental theories. #quantumcontextuality
Discover how scientists rank GPT systems using contextuality, resource theory, and the POM game as a measure. #quantumcontextuality
Explore how GPT systems are defined, simulated, and embedded through operational theory, contextuality, and univalent simulations.
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Explore contextuality in General Probabilistic Theories, from qubits to GPT systems, and why it matters in quantum foundations. #quantumcontextuality
Discover a new hierarchy of contextuality that measures how theories depart from classical logic in quantum foundations. #quantumcontextuality