![]() updated almost 2 years ago |
The hypercomplex number library The code implements the library for hypercomplex numbers. It uses the Cayley-Dickson construction. |
0 Comments 4 Downloads (30 Days) |
![]() updated 2 years ago |
Permutation coefficient. |
1 Comment 1 Download (30 Days) |
![]() updated 2 years ago |
Combination coefficient. |
1 Comment 1 Download (30 Days) |
![]() updated 2 years ago |
Convert quadratics from Homogeneous to Center form and back. |
0 Comments 4 Downloads (30 Days) |
![]() updated almost 3 years ago |
Algebraic Manipulation of Random Variables (Numerical) Numerically approximate the PDF of a combination of the random variables X and Y. |
0 Comments 2 Downloads (30 Days) |
![]() updated almost 3 years ago |
Multiple matrix multiplications, with array expansion enabled Multiplying matrices, vectors, or scalars contained in two N-D arrays, with array expansion enabled. |
38 Comments 45 Downloads (30 Days) |
![]() updated almost 3 years ago |
This function quickly preforms Newton's method on a vector function of multiple variables. |
2 Comments 3 Downloads (30 Days) |
![]() updated 4 years ago |
Vector algebra for arrays of any size, with array expansion enabled Multiple dot, cross, and outer products, cross divisions, norms, normalizations, projections, etc. |
9 Comments 11 Downloads (30 Days) |
![]() updated almost 5 years ago |
Eliminates variables from a problem with linear equality constraints to give an unconstrained proble |
3 Comments 2 Downloads (30 Days) |
![]() updated 6 years ago |
Defining Cartesian Reference Frames based on Point Positions Versatile algorithm defining Cartesian reference frames based on the positions of at least 3 points ARF(P, segname, side, varargin) |
1 Comment 5 Downloads (30 Days) |
![]() updated 7 years ago |
A Proposal for the Resolution of the Lyapunov Matrix Equation. These m-files allow us to get the solution of A'P+PA=-Q, Lyapunov matrix equation. |
2 Comments 6 Downloads (30 Days) |
![]() updated almost 8 years ago |
Chinese Remainder Theorem for Polynomials Verifies the Chinese Remainder Theorem for Polynomials (of "congruence") |
0 Comments 3 Downloads (30 Days) |
![]() updated 9 years ago |
Alternative Mathematics using MATLAB 7 Self-instructive text on undergraduate algebra, statistics, differential and integral calculus. |
7 Comments 6 Downloads (30 Days) |