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Basic real analysis
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Complex analysis
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Differential equations
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Fourier analysis
Functional analysis
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Harmonic analysis
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Partial differential equations
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Finding an interval for rational numbers with a high denominator
Functional analysis front page
L
Lower degree by increasing dimension (or vice-versa)
O
Order by property
T
To construct a function with several local constraints, start with simple cases and build from there
To construct exotic sets, use limiting arguments
To make a function less variable without changing it much, compare it with less variable functions
To prove that a set is open or closed, use basic theorems rather than direct arguments
To represent one object as combinations of another, try averaging the latter object using the symmetries of the former
U
Use self-similarity to get a limit from an inferior or superior limit.
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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
Numerical solution of partial differential equations
Mapped Quadrature
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