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approximation using floating point arithmetic

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#approximation #floating-point
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Approximation of a sum $\sum ^{\sqrt{n} }_{k=5}\frac{\log\log(k)}{k\log(k)} $

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#summation #approximation
1.6k
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Angle between slopes of a curve

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#derivatives #approximation #curvature
160
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Extension of laplace method's

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#real-analysis #approximation #laplace-method
246
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Can trigonometric functions for double precision be implemented in terms of those for single precision?

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#trigonometry #numerical-methods #approximation #floating-point
67
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Finite differences matrix and integrals

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#matrices #approximation
99
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How to approximate a normal distribution?

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#normal-distribution #approximation
83
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error in approximation a monotonic function in L^1

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#calculus #linear-algebra #approximation #approximation-theory #linear-approximation
1k
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Show that S is a cubic spline (natural or clamped)

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#numerical-methods #approximation #interpolation #cubics
70
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Local Approximation of Real Valued Functions

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#real-analysis #approximation
2.1k
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Maclaurin Series Approximation of $\sin{x}$

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#sequences-and-series #taylor-expansion #approximation
1.4k
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Can every continuous function on complex domain be approximated by polynomials pointwise?

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#complex-analysis #polynomials #approximation
2.9k
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How can a binomial coefficient can be approximated by using Stirling's formula?

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#combinatorics #discrete-mathematics #approximation
417
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How to find the upper bound of a binomial coefficient by using binomial theorem?

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#discrete-mathematics #binomial-coefficients #approximation
658
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approximation of $x^2$ in hilbert spaces

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#functional-analysis #hilbert-spaces #approximation #approximation-theory #least-squares

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