|
|
Keywords:
Algebraic,
Polynomial,
Integer,
Coefficients,
Irrational
an irrational number that is not algebraic
an irrational number that is not a root of any polynomial equation with integer coefficients
a number but can't be expressed in any finite series of either arithmetical or algebraic operations
a number that can not be described by algebraic equations with rational coefficients
a number that isn't the root of any polynomial equation with integer coefficients
a (possibly complex) number that is not the root of any integer polynomial , meaning that it is not an algebraic number of any degree
In mathematics, transcendental means "non-algebraic", where an algebraic number is the solution of a non-zero polynomial equation with integer (or, equivalently, rational) coefficients. Thus a transcendental number is a (real, imaginary or complex) number which is not the solution of any such equation.
|