Complex Analysis: Logarithms and Branch Cuts
Today, we look at an interesting contour integral involving a logarithm and two branch cuts. Ron Gordon's Website: https://residuetheorem.com/2015/10/27...
▶︎
Complex Analysis: Residue At Infinity
▶︎
Understanding branch cuts: f(z) = (a²-z²)^½
▶︎
Complex Analysis: Double Keyhole Contour
▶︎
What are Branch cuts,Branch Points and Riemann Surfaces(complex analysis part-10) by mathOgenius.
▶︎
What Lies *Between* a Function and Its Derivative?
▶︎
Lecture 12 | Integration through a Branch Cut | Example 1 | Theta Classes
▶︎
2026 Fields Medal: Hong Wang
▶︎
one of the most important ideas from Complex functions
▶︎
Iran's Latest Move Stuns the World | John Mearsheimer's Analysis
▶︎
Zeta Explained #99: The Gauss Circle Problem
▶︎
Closed circle integral of 1/z and branch cuts
▶︎
2026 Fields Medal: Yu Deng
▶︎
I Spent 20 Years Building a Machine for the Riemann Hypothesis
▶︎
The Scariest Chart in Electrical Engineering
▶︎
Complex Analysis L04: The Complex Logarithm, Log(z)
▶︎
Math News: The Additivity Conjecture in Knot Theory is FALSE!
▶︎
Let's do complex analysis: Integrating sin^2(x)/x^2(x^2+1) from 0 to infinity using residue theorem
▶︎
This Is the Logarithm Explanation You Never Got
▶︎
The Dirichlet Integral Marathon! int sinx/x from 0 to infty in 5 different ways
▶︎