Clauser-Horne-Shimony-Holt
Full Form of CHSH
What is CHSH?
The CHSH inequality, named after physicists John Clauser, Michael Horne, Abner Shimony, and Richard Holt, is a fundamental mathematical expression in quantum mechanics formulated in 1969. It is a refinement of the original Bell inequality and serves as a practical tool to test whether the correlations observed between entangled quantum particles can be explained by classical local hidden variable theories. The inequality provides a statistical bound that any theory obeying local realism must respect, while quantum mechanics predicts that this bound can be violated under specific experimental conditions. In India, the CHSH framework is studied in advanced physics curricula at institutions such as the Indian Institutes of Technology, the Indian Institute of Science, and various research centres operated by the Department of Atomic Energy. Experimental verification of CHSH violations has been demonstrated in photon-based and trapped-ion systems, with Indian researchers contributing to foundational tests of quantum non-locality. The concept is highly relevant for students preparing for competitive examinations in physics, including CSIR-UGC NET, GATE in Physics, and graduate-level entrance tests where quantum information science forms an important section.
CHSH का फुल फॉर्म
क्लॉज़र-हॉर्न-शिमोनी-होल्ट
Example
The CHSH inequality was violated by more than two standard deviations in the recent experiment conducted at the Raman Research Institute, confirming quantum mechanical predictions over local hidden variable theories.