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Tilde notation of $\sum_{i=0}^n \frac{n!}{(n-i)!}$

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#combinatorics #summation #algorithms #approximation #factorial
90
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Approximations to Radial Stress in a Spherical Shell

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#calculus #limits #approximation
372
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Inverse of Bhāskara I's sine approximation

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#trigonometry #approximation #inverse-function
22
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How to approximate table-defined function using non-linear least squares

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#approximation
82
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What is the rate of convergence of $f^N(x) = \sum_{n=-N}^N f_n e^{in x}$ to $f(x) = \sum_{n=-\infty}^\infty f_n e^{in x}$ in $L^2([0,2\pi])$?

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#convergence-divergence #numerical-methods #fourier-analysis #fourier-series #approximation
648
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Question on Baby Rudin 1.22 about decimal expansions

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#calculus #real-analysis #sequences-and-series #analysis #approximation
1.6k
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Fitting hyperbolic functions ($\tanh$) on data.

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#approximation #hyperbolic-functions
288
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Approximation of integral in small neighborhood

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#integration #approximation
281
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Which mathematical subfield or formalism deals with local but non-pointwise function approximations?

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#functions #reference-request #approximation
124
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What are some easy to compute irrational/transcendental numbers

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#approximation #computational-complexity #irrational-numbers #fractals
54
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Approximating a general state-space system by a neural network

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#manifolds #approximation #time-series
1.6k
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Does the sequence $n+\tan(n), n \in\mathbb{N}$ have a lower bound?

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#sequences-and-series #number-theory #trigonometry #approximation #diophantine-approximation
56
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How should I get an approximation to $(x^n - (x - 1)^n)$?

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#calculus #approximation
45
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Integral Computation check

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#calculus #integration #approximation
100
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Nonlinear approximation with e-squared-function

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#real-analysis #approximation #regression #data-analysis

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