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Show that a function is negative over its domain

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#real-analysis #calculus #continuity #upper-lower-bounds
81
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Upper bound for variance of kernel averages

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#statistics #asymptotics #upper-lower-bounds #mixing
155
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How many coin flips to get $k$ heads with probability $1-\delta$?

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#probability #probability-theory #binomial-distribution #upper-lower-bounds
257
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How to Prove that if $A$ is bounded, then $A \cdot A$ is bounded?

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#supremum-and-infimum #upper-lower-bounds
182
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multinomial sum upper bound

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#upper-lower-bounds #multinomial-coefficients
54
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Big O estimate for iterated bounds

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#sequences-and-series #asymptotics #upper-lower-bounds
129
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Lower and upper bounds for harmonic functions

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#complex-analysis #reference-request #harmonic-functions #upper-lower-bounds #maximum-principle
35
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How can one find upper bound over the term, $\int_{0}^{-\lambda\tanh{(x)}}\tanh^{-1}(\frac{v}{\lambda})dv$?

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#inequality #indefinite-integrals #upper-lower-bounds
33
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Check if sequence is bounded using the monotony

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#calculus #upper-lower-bounds #monotone-functions
39
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If $f:\mathbb R\to\mathbb R$ is "almost-linear" so $\{f(x+y)-f(x)-f(y)\}$ is bounded, does $f$ map bounded sets to bounded sets?

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#real-analysis #functions #upper-lower-bounds #continuity
53
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If $f:\mathbb Q\to\mathbb Q$ is "almost-linear" so $\{f(x+y)-f(x)-f(y)\}$ is bounded, does $f$ map bounded sets to bounded sets?

Published on
#functions #rational-numbers #upper-lower-bounds #continuity
58
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Finding lower bound of a tangency point along the spheroid

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#geometry #upper-lower-bounds #tangent-line
630
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Finding a tighter lower bound on ${n^2}\choose{n}$

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#elementary-number-theory #binomial-coefficients #upper-lower-bounds
157
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Finding Closed-form expression for the biggest partition

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#sequences-and-series #elementary-set-theory #factorial #puzzle #upper-lower-bounds
356
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Upper bounding Wasserstein metric with expectation distance?

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#probability-theory #measure-theory #inequality #upper-lower-bounds #optimal-transport

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