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I have a problem to solve in real analysis
Finding an interval for rational numbers with a high denominator
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I have a problem to solve in real analysis and I do not believe that a fundamental idea is needed
I need to find a real number with a certain property
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Geometric view of Hölder's inequality
Diagonal arguments
Finding an interval for rational numbers with a high denominator
Try to prove a stronger result
Use self-similarity to get a limit from an inferior or superior limit.
Prove a consequence first
Lower degree by increasing dimension (or vice-versa)
Numerical optimization
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