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Classical Approximation Theorems
1976Let X be a compact Hausdorff space. Let 𝔄 be a subalgebra of C R (X) which contains the constants.
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2019
After motivating and presenting the statement of Luck’s approximation theorem, we prepare the proof with a detailed synopsis of spectral calculus for Banach-, C∗-, and von Neumann algebras. The proof is then presented in a manner that emphasizes the two main ingredients: weak convergence of spectral measures and the logarithmic bound on spectral ...
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After motivating and presenting the statement of Luck’s approximation theorem, we prepare the proof with a detailed synopsis of spectral calculus for Banach-, C∗-, and von Neumann algebras. The proof is then presented in a manner that emphasizes the two main ingredients: weak convergence of spectral measures and the logarithmic bound on spectral ...
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Arakelian's Approximation Theorem
The American Mathematical Monthly, 1989Jean-Pierre Rosay, Walter Rudin
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Verification of the Crooks fluctuation theorem and recovery of RNA folding free energies
Nature, 2005Felix Ritort, Christopher Jarzynski
exaly