complex analysis
Complex analysis is a branch of mathematics that studies analytic functions and their properties on the complex plane, involving the differentiation and integration of functions with complex variables.
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Related Concepts (24)
- analytic continuation
- analytic functions
- cauchy's integral formula
- cauchy-riemann equations
- complex numbers
- complex plane
- conformal mapping
- contour integration
- dirichlet problem
- harmonic functions
- julia sets
- laurent series
- liouville's theorem
- mathematics
- maximum modulus principle
- meromorphic functions
- mittag-leffler theorem
- power series
- residue theorem
- riemann surfaces
- schwarz lemma
- schwarz reflection principle
- singularities
- weierstrass factorization theorem