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Program Description
- Elementary operations and functions on complex numbers
- Program to demonstrate the complex root counting subroutine
- Program to demonstrate the zero searching algorithm
- Explanation File of program Zcircle
- Roots of 2nd degree equation with complex coefficients
- Roots of 3rd degree equation with complex coefficients
- Roots of 4th degree equation with complex coefficients
- Calculate Function Gamma with a complex argument
- Calculate the complex exponential integral E1(z) with a complex argument
- Calculate the Psi function for a complex argument
- Calculate the Legendre polynomials of first kind for a complex argument
- Calculate the Legendre polynomials of second kind for a complex argument
- Calculate the Asociated Legendre Functions and their First Derivatives
for a Complex Argument
- Calculate the associated Legendre Functions of the Second Kind and their First
Derivatives for a Complex Argument
- Evaluation of a complex polynomial by Horner's rule
- Program to demonstrate the Newton root subroutine in the complex domain
- Explanation File of Program above (Znewton)
- Find all roots of a complex polynomial using Newton's iterative formulation
- Find all roots of a complex polynomial using Laguerre formulation in complex domain
- This program uses Bauhuber's Method to find all real or complex roots of a polynomial
of degree n
- Program to demonstrate the complex domain Mueller's subroutine
- Explanation File of Program above (Zmueller)
- Complex numbers calculator
- Solving a complex linear system AX=B by GAUSS-JORDAN Method
- Solving a complex homogeneous linear system by Gauss Method with full pivoting
- Solve a Complex Linear System By Gauss Method with full pivoting and correction process
- Solving a complex linear system by LU decomposition
- Inversion of a complex square matrix by LU decomposition
- Determinant of a complex square matrix By Gauss Method with full pivoting
- Determinant of a complex square matrix using function CFindDet NEW
- Calculate inverse of a complex square matrix by Gauss Method with full pivoting
- Eigenvalues and eigenvectors of a general complex square matrix
using QR algorithm
- Eigenvalues and eigenvectors of a general complex square matrix
using Jacobi method
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