ABSTRACT
A function f : C → C is said to be entire if it is analytic throughout the complex plane. Polynomials
ν are entire functions. Entire functions which are not polynomials are called transcendental. The exponential function
ez = ∞∑
1 ν!
A function f : C → C is said to be entire if it is analytic throughout the complex plane. Polynomials
ν are entire functions. Entire functions which are not polynomials are called transcendental. The exponential function
ez = ∞∑
1 ν!