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New posts in complex-analysis
Calculating $\int_{0}^{\infty}\sin(x^{2})dx$
calculus
complex-analysis
Making a cube root function analytic on $\mathbb{C}\backslash [1,3]$
complex-analysis
Calculate $\int_0^\infty\frac{\sin^3{x}}{e^x-1}\mathrm dx$
calculus
integration
complex-analysis
A complex approach to integral of cardinal sine [duplicate]
calculus
integration
complex-analysis
definite-integrals
improper-integrals
Is $f(z)$ a constant in $\Bbb{C}$?
complex-analysis
Prove the existence of an analytic function
complex-analysis
holomorphic-functions
analytic-functions
Good textbook for a first-course in Complex Analysis for independent study [duplicate]
complex-analysis
reference-request
book-recommendation
If $|f|+|g|$ is constant on $D,$ prove that holomorphic functions $f,~g$ are constant on $D$.
complex-analysis
complex-numbers
holomorphic-functions
What is the residue of this function, where both functions at denominator vanish?
complex-analysis
Why does $z^3=0$ have 3 complex roots and not simply just $0$?
calculus
complex-analysis
analysis
complex-numbers
Linear fractional transformation fixing origin and preserving all distances
complex-analysis
Implicit function theorem for several complex variables.
complex-analysis
several-complex-variables
How much can we "cheat" and use vector knowledge in complex analysis?
complex-analysis
multivariable-calculus
vector-spaces
physics
On continuity of roots of a polynomial depending on a real parameter
real-analysis
complex-analysis
algebraic-topology
continuity
What is the difference between complex differentiable and holomorphic functions at a point?
complex-analysis
Real part of elliptic integral
complex-analysis
special-functions
elliptic-integrals
Calculate Integral using residue theorem
integration
complex-analysis
analysis
residue-calculus
To find the minimum value of $|z+1|+|z-1|+|z-i|$ where $z\in \Bbb C$.
calculus
real-analysis
complex-analysis
optimization
How do I integrate these functions?
integration
complex-analysis
contour-integration
complex-integration
Find all $z$ such that $e^{2\pi i z}=1$
real-analysis
calculus
complex-analysis
complex-numbers
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