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What is this constant $\lim_{a\to +\infty}(a-f(u)-\ln(a))=C$?

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#asymptotics #approximation #exponentiation #closed-form #hyperbolic-functions
67
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Formula for computing rational approximations to square roots

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#sequences-and-series #approximation #radicals
77
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How to solve linear system starting from approximate solution?

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#linear-algebra #matrices #algorithms #approximation
81
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Choose topic and direction for PhD (NN as universal approximator PDE Equations)

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#partial-differential-equations #approximation #neural-networks
166
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How to find log2 of a number with Newton's method?

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#calculus #approximation #newton-raphson
86
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How to find rational power of two using Newton's method?

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#calculus #approximation #exponentiation #newton-raphson
176
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Best approximation of an irrational number by primes $2,3,5,7$

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#abstract-algebra #group-theory #number-theory #approximation
294
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Approximation for square roots of the form $\sqrt{a}+\sqrt{b}\approx \sqrt{c}$

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#reference-request #approximation
132
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Conjecture similar to Dirichlet's approximation theorem but with prime numbers

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#elementary-number-theory #approximation #pigeonhole-principle #diophantine-approximation
47
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How to Calculate Small Order

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#real-analysis #approximation #approximation-theory
90
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Approximating an integral: asymptotic for large parameter

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#integration #asymptotics #approximation
24
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Approximate $L^2$ norm of sum of vectors

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#normed-spaces #approximation
80
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Taylor expansion of the gradient: how to use big O notation?

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#calculus #asymptotics #taylor-expansion #approximation #approximation-theory
176
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Why is $\sin(1)$ approximately equal to $\frac{1}{\sqrt[4]{2}}$?

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#trigonometry #approximation
65
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Variation of a sequence of approximations : $u_n = \lfloor nx\rfloor/n$

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#sequences-and-series #examples-counterexamples #approximation #ceiling-and-floor-functions

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