NATURE OF MATHEMATICS
Mathematics model is phenomenon continue become to contain infinite of elements, for example phenomenon of light is represent the energy form with set of referred as by smallest of photon, model mathematics produced is approach model.
A mathematics model as approach to a phenomenon natural or made in only include, cover as much till perception or only include, cover the finite area from the phenomenon unlimited or only have the character of the diskrit, although the model still be considered to be a very ideal form and very coming near of genuiness physical phenomenon.
In the past, branchs of mathematics learned the phenomenon of physical continue (wave, hot, elasticity of a material, move the dilution, and another) predominating applicable mathematics branchs at various ordinary physical phenomenon such as those which learned in physics and chemical. As a result, this mathematics branchs is classified in group of physics mathematics.
But since expanding computer science, applying of branchs of mathematics learn the phenomenon is non simply diskrit, even till, expanding swiftly. For example, conception the field till is first considered to be a pure branch from algebra represent one of important backbone in coding theory.
That way also, size measure theory ( English: measure theory) and its applying, specially in theory fraktal and its bearing with the theory chaos. Of course all mathematics still can learn the aspect from theory of fraktal and chaos without having to deepen the size measure theory.
For the phenomenon of physical which till, model its mathematics ( for example mathematical formulation and model for the sinyal of, decoder and encoder of code Reed-Muller), It’s made not again the approach model, but have represented the eksak model.
At some mathematics branchs, term ' the mathematics model ' can be narrowed and as a result, definition or congeniality (special) from word ' the mathematics model ' in a mathematics branch can differ from the same word meaning in other mathematics branch.
Source : *Model Theory

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