ABSTRACT
Modeling is a process of abstraction of a real system. A model portrays a conceptual framework to describe a system and can be viewed as an abstraction of an actual system or a physical replica of a system or a situation. The abstracted model may be logical or mathematical. A mathematical model is a mathematical description of properties and interactions in the system. The development of a mathematical model depends on the system boundary, system components, and their interactions. A mathematical model is a mathematical description of properties and interactions in the system. Mathematical modeling is the use of mathematical language to describe the behavior of a system, be it biological, economic, electrical, mechanical, and thermodynamic. Models have been widely accepted as a means for studying complex phenomena for experimental investigations at a lower cost and in less time, than trying changes in actual systems.
