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Tag: m/thm/anal
27 items with this tag.
A twice-differentiable function is convex iff its second derivative is nonnegative everywhere
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m/thm/anal
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All norms on a finite dimensional space are equivalent
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Bessel's inequality
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statetidy
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Cauchy-Schwarz inequality
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Compact sets in a metric space are bounded
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Convexity on the positive reals and negative f(0) implies superadditivity
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Descarte's rule of signs
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Extreme Value Theorem
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Heine-Cantor theorem
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Helmholtz theorem
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Hölder's inequality
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Intermediate value theorem
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Inverse function theorem
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Lebesgue number
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Matrix exponential
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m/def/anal/vec
m/thm/anal/vec
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Mean value theorem
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Minkowski inequality
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Multipole expansion of the reciprocal
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Nearest point of a convex subset of a Hilbert space
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Orthonormal dense basis
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m/thm/anal/fun
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Parallelogram law
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Parseval's relation
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Reverse triangle inequality
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Rolle's theorem
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Stone-Weierstraß theorem
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m/thm/linalg
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Taylor's theorem
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Young's inequality
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