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Weighted Sup-Norms at Infinity: Exhaustion Functions, Decay Classes, and Anisotropic Ends
For a non-compact, locally compact, sigma-compact Hausdorff space with a continuous proper exhaustion function, and an admissible weight, we study the weighted supremum norms measuring how fast a function approaches its limit at infinity, and their quotient modulo constants. Our main result is a r
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