Characteristics of Mathematics

• Mathematics is not just a study of numbers, nor is it simply about calculations.
• It is not about applying formulas, either. It can perhaps be better described as “a field of creation through accurate and logical thinking."
• Mathematics has a long, rich history and continues to grow rapidly.
• Mathematics is a very diverse filed.
• Mathematics is an academic discipline of great depth, with a number of unsolved problems.
• It has progressed on cumulative contributions from countless mathematicians in the world who have tackled those problems while creating new areas of inquiry.
• They illustrate how a number of subfields of mathematics have benefited from and evolved through interactions with other disciplines.
• Mathematics, on the other hand, has made considerable contributions to the advancement of other academic fields. In fact, mathematics is often described as the foundation of scientific studies.
• One of the major characteristics of mathematics is its general applicability.
• One equation, for instance, can represent a particular phenomenon in physics as well as a certain logic in economics. This general nature of mathematical equations enables unified treatment of diverse phenomena in various academic fields.
• Furthermore, mathematical theorems are no respecter of age or seniority: any theorem has to be proven through appropriate mathematical procedures whether you are a novice student researcher or an eminent professor of mathematics.
• And once proven true, mathematical theorems will never be reversed. This "universality" of mathematics is another important feature that allows the discipline to transcend time and space.