Mathematical constant
A mathematical constant is a well-defined value that is considered important in the field of mathematics. These constants are often used in mathematical equations and formulas to represent certain values or relationships.
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These constants are often used in mathematical equations and formulas to represent certain values or relationships. Some examples of mathematical constants include π (pi), e (the base of the natural logarithm), and γ (Euler's constant). Mathematical constants can be either real numbers or complex numbers, and they are often irrational, meaning that they cannot be expressed as a fraction or ratio of integers. Many mathematical constants have been discovered throughout history, and they play a crucial role in various areas of mathematics, such as calculus, trigonometry, and number theory. The properties and values of these constants are studied and explored by mathematicians, who continue to discover new mathematical constants and their significance in different mathematical contexts.