The hypercomplex number library 1.0

The code implements Hypercomplex numbers library by means of object programming. The library is based on the Cayley-Dickson construction. Description of individual methods: Hypercomplex - a constructor. The input is double array with parts of the hypercomplex number (parts must be real) or Hypercomplex object (the constructor get the copy of the input in this case). Example: Hypercomplex([1 2 -5 10]) represents the quaternion 1+2i-5j+10k. The input of following methods is one parameter only, the Hypercomplex object variable. disp - it displays parts of hypercomplex number double - it converts the hypercomplex number to the double array getDimension - it gets the dimension of the hypercomplex number norm - it gets the norm of the hypercomplex number conjugate - it gets the conjugation of the hypercomplex number nextAlgebra - it transforms the hypercomplex number from the certain Cayley-Dickson algebra to the upper one by filling zeros to the end of the hypercomplex number addZeros - it adds the select count of zeros to the end of the hypercomplex number. The method has two parameters, the Hypercomplex object and the count of added zeros. Following operators are overloaded: +,- (also unary) and *. The result of the operation is the Hypercomplex object.

Requirements:	No special requirements
Platforms:	Matlab
Keyword:	Algebra,  Conjugation,  Converts,  Displays,  Filling,  Getdimension,  Nextalgebra,  Transforms,  Upper
Users rating:	0/10