mapping functions in the complex plane
Mapping functions in the complex plane refer to functions that assign each complex number in one region of the complex plane to a corresponding complex number in another region of the plane. These functions can represent transformations, rotations, scalings, or any other form of manipulation of complex numbers in the complex plane.
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Similar Concepts
- algebraic equations involving complex numbers
- cartesian coordinate system
- complex numbers
- complex plane axes
- conformal mapping
- conjugate complex numbers
- conjugate of a complex number
- iterated maps
- modulus of a complex number
- multiplication of complex conjugates
- nonlinear maps
- poincare map
- polar form of a complex number
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