Method for representing an exponent in a fifth-dimensional hypercomplex number systems using a hypercomplex computing software
This work addresses a domain-specific mathematical representation problem, likely incremental as it extends methods to a higher-dimensional case.
The paper tackled the problem of representing an exponential function in fifth-dimensional hypercomplex number systems by solving associated linear differential equations, using hypercomplex computing software to perform symbolic calculations and present program fragments and results.
The structure of method for constructing a representation of an exponential function in hypercomplex number systems(HNS) by the method of solving an associated system of linear differential equations is considered. Brief information about the hypercomplex computing software (HCS) is given. With the use of HCS, the necessary cumbersome operations on symbolic expressions were performed when constructing the representation of the exponent in the fifth-dimensional HNS. Fragments of programs in the environment of HCS and results of symbolic calculations are resulted