Migran Nelsonovich Gevorkyan

Symbolic Studies of Maxwell’s Equations in Space-Time Algebra Formalism

2024-04-01

Implementation of Analytic Projective Geometry for Computer Graphics

2024-04-01

Solving the eikonal equation by the FSM method in Julia language

2024-01-01

Methodological derivation of the eikonal equation

2023-12-01

Julia language features for processing statistical data

2023-03-01

Implementation of Geometric Algebra in Computer Algebra Systems

2023-01-01

Geometric Algebra and Quaternion Techniques in Computer Algebra Systems for Describing Rotations in Eucledean Space

2023-01-01

Computer Algebra Tools for Geometrization of Maxwell's Equations

2023-01-01

Asymptote-based scientific animation

2023-01-01

Implementation of hyperbolic complex numbers in Julia language

2022-12-01

Using a Template Engine as a Computer Algebra Tool

2021-01-01

Comparative analysis of machine learning methods by the example of the problem of determining muon decay

2020-12-01

Hyperbolic numbers as Einstein numbers

2020-05-01

A Practical Approach to Testing Random Number Generators in Computer Algebra Systems

2020-01-01

A Modular Extension for a Computer Algebra System

2020-01-01

Numerical analysis of eikonal equation

2019-06-01

Constrained Hamiltonian approach to the Maxwell theory

2019-06-01

Statistically significant performance testing of Julia scientific programming language

2019-04-01

Overview of social networks research software

2019-04-01

Statistically Significant Comparative Performance Testing of Julia and Fortran Languages in Case of Runge–Kutta Methods

2019-01-01