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New posts in approximation
Smooth approximation of absolute value inequalities
approximation
Finding good approximation for $x^{1/2.4}$
approximation
mathematica
nonlinear-optimization
rational-functions
numerical-optimization
Asymptotic quality of rational approximations to $\pi$
number-theory
asymptotics
approximation
pi
diophantine-approximation
Solving randomized recurrence relation
probability
probability-theory
approximation
recurrence-relations
Approximate a convolution as a sum of separable convolutions
computer-science
approximation
numerical-linear-algebra
convolution
How to simplify or calculate a formula with very big factorials
approximation
binomial-coefficients
big-numbers
Approximation of ln(x) in the vicinity of x=0
logarithms
taylor-expansion
approximation
approximation-theory
Strange approximation to $\sqrt{\pi}$
sequences-and-series
approximation
radicals
irrational-numbers
pi
Summation of divergent series of Euler: $0!-1!+2!-3!+\cdots$
real-analysis
sequences-and-series
approximation
divergent-series
When the approximation $\pi\simeq 3.14$ is NOT sufficent
education
approximation
pi
How to approximate/connect two continuous cubic Bézier curves with/to a single one?
approximation
bezier-curve
Name of the generalization of quadtree and octree?
geometry
graph-theory
algorithms
approximation
trees
On Ramanujan's approximation, $n!\sim \sqrt{\pi}\big(\frac ne\big)^n\sqrt [6]{(2n)^3+(2n)^2+n+\frac 1{30}}$
limits
proof-writing
asymptotics
approximation
radicals
Complex Zeros of $z^2e^z-z$
complex-analysis
approximation
roots
An amazing approximation of $e$
approximation
constants
Why is Simpson's rule exact for cubics?
approximation
calculus
integration
Which expansion of $e$ is more accurate?
calculus
summation
taylor-expansion
approximation
Is there a series to show $22\pi^4>2143\,$?
sequences-and-series
inequality
approximation
pi
Pythagorean theorem expressed without roots in an old Tamilian (Indian) statement
triangles
approximation
math-history
pythagorean-triples
Approximation symbol: Is $\pi \approx 3.14\dots$ equivalent to $\pi \fallingdotseq 3.14\dots$?
definition
approximation
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