Although mathematics is the "Queen of Sciences, there are some mathematicians do not consider it a natural science. Mainly, mathematicians define and investigate structures and abstractions for reasons purely internal to mathematics, because these structures can provide, for example, an elegant generalization, or useful tool for common calculations. In addition, many mathematicians see mathematics as an art form rather than a practical or applied science. However, the mathematical structures that researchers often do have their origin in the natural sciences, and often found applications in them, particularly in physics.
Mathematics is an art but it is a science study. Informally, one can say which is the study of "numbers and symbols." That is, research is defined abstract structures from first principles, using logic and mathematical notation. It is also the science of spatial and quantitative relations. This is the exact relationships between quantities and magnitudes, and the methods by which, according to these relations, quantities sought are deducible from other quantities known or presupposed.
not uncommon to find who describes mathematics as a simple extension of human natural languages, which uses a grammar and vocabulary defined with extreme precision, which aims at the description and exploration of conceptual and physical relationships. Recently, however, advances in the study of human language pointing in a different direction: natural languages \u200b\u200b(like English and French) and formal languages \u200b\u200b(such as mathematics and programming languages) are fundamentally different structures in nature .
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