US EditionPitt’s Inequality And Uncertainty On Riemannian Symmetric Spaces Explained.
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Pitt’s Inequality And Uncertainty On Riemannian Symmetric Spaces Explained.
Research demonstrates that modified Pitt inequalities, established on Riemannian symmetric spaces and within Jacobi analysis, characterise admissible polynomial weights and yield generalised Heisenberg-Pauli-Weyl uncertainty principles, extending prior results for stratified Lie groups and providing insights into non-Euclidean geometric structures.
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