The aims of this journal are to illustrate and demonstrate the consistency of the solutions they have obtained in various research papers for groups of linear and nonlinear equations. In addition, the consistency of the solutions obtained for the complex phenomenon studied is studied. In recent years, this form of study has attracted many researchers to discover more novel properties of different phenomena in order to use these properties to enhance the efficiency of models' implementations in the fields of medicine, genetics, economics, architecture, physics, educational science, law, agriculture, chemistry and other areas.
Potential topics included, but are not limited to:
Numerical approachs as well as mathematical methods in physics and Engineering
