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For $n \ge 4$, does it follow that ${{3n} \choose {n}} > 4^n$

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#inequality #factorial #upper-lower-bounds
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Is there an $L<1$ such that $\left\Vert f(z_1) -f(z_2) \right\Vert_2 \leq L \left\Vert z_1 -z_2 \right\Vert_2 $

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#numerical-methods #normed-spaces #upper-lower-bounds
170
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Bound on product of sinc functions

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#real-analysis #probability #upper-lower-bounds
563
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How to bound probability density functions

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#probability #probability-distributions #convergence-divergence #upper-lower-bounds
438
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When does the Least upper bound property fail

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#real-analysis #elementary-set-theory #upper-lower-bounds
207
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Triangle Inequality: use to prove convergence (psi function elliptic functions)

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#inequality #convergence-divergence #upper-lower-bounds #elliptic-functions
64
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Is $2^n + n < 2^{(n+1)}$?

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#upper-lower-bounds
703
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Determining if a code exists, given the parameters $(n, M, d)$

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#linear-algebra #combinatorics #coding-theory #upper-lower-bounds
222
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Upper and Lower Bounds on a Chi Distributed Random Variable

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#probability-theory #upper-lower-bounds #chi-squared
790
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Finding upper bound of a linear function

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#calculus #limits #summation #upper-lower-bounds
158
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Bounds for $\int_0^1 x^{\cos x+\sin x} dx$

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#integration #upper-lower-bounds
244
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Finding upper and lower sum of a Heaviside function.

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#calculus #definite-integrals #summation #upper-lower-bounds
1k
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Recreational math: If $f(f(x))=e^x$, bound the integral $\int_0^1 f(x)dx$

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#integration #definite-integrals #recreational-mathematics #functional-equations #upper-lower-bounds
97
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Lower bond for the natural exponential function with quadratic argument

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#linear-algebra #upper-lower-bounds
121
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Contradiction in Abbott's Understanding Analysis or my confusion?

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#real-analysis #analysis #upper-lower-bounds

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