A new tight inequality for l_p norms in finite-dimensional spaces is conjectured, proven for three dimensions, and numerically confirmed up to 200 dimensions with links to quantum entropy problems.
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A conjecture on a tight norm inequality in the finite-dimensional l_p
A new tight inequality for l_p norms in finite-dimensional spaces is conjectured, proven for three dimensions, and numerically confirmed up to 200 dimensions with links to quantum entropy problems.