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Bound from below with Triangle inequality

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#upper-lower-bounds #triangle-inequality
51
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"Almost everywhere" bound for the function $f(x)=\frac{\sin(9\pi x)\sin(100\pi x)}{\sin(\pi x)\sin(90\pi x)}.$

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#real-analysis #calculus #trigonometry #upper-lower-bounds
173
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Bound an integral depending on parameters

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#real-analysis #calculus #integration #inequality #upper-lower-bounds
40
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Lower bound for "Carmichael-gaps"?

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#elementary-number-theory #upper-lower-bounds #carmichael-numbers
130
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Minimal eigenvalue of gram matrix generated by squared-exponential kernel

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#linear-algebra #eigenvalues-eigenvectors #upper-lower-bounds
79
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Upper bound on the commute time for adjacent nodes

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#expected-value #markov-chains #markov-process #upper-lower-bounds
22
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Bounding a function of a matrix

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#matrices #functional-analysis #upper-lower-bounds
21
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Portemanteau lemma proof with rate of convergence

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#solution-verification #alternative-proof #weak-convergence #upper-lower-bounds
32
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Finding the upper bounds of polynomial functions with fractions

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#asymptotics #upper-lower-bounds
32
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The Van der Corput's method and the bound of Bernoulli's function

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#number-theory #elementary-number-theory #inequality #analytic-number-theory #upper-lower-bounds
418
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Show that $\max _{x \in[-1,1]}|P(x)| \geq \frac{1}{2^{n-1}}$ without Chebyshev polynomials

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#inequality #polynomials #upper-lower-bounds #chebyshev-polynomials
132
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Who proved that $\pi(n) < 1.25506\frac{n}{ln(n)}$?

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#prime-numbers #upper-lower-bounds
32
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Error on trace of quadratic forms from Frobenius error bound on central matrix

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#linear-algebra #numerical-linear-algebra #upper-lower-bounds #matrix-norms #error-propagation
47
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Upper bounds for the set $\lbrace x\in {\mathbb Q}: x^2<2\rbrace$

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#upper-lower-bounds #ordered-fields
39
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Question on asymptotic bound

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#asymptotics #upper-lower-bounds

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