  We generalize Lindemann-Weierstrass theorem and Gelfond -Schneider-Baker
Theorem. We find new transcendental numbers in this work. There are several
methods to find transcendental numbers in the work. Recently transcendental
numbers are applicable for cryptography (\cite{G}, \cite{K}, \cite{V}). Since
we are able to make many tables of random numbers, the new transcendental
numbers will be applicable for encryption and decryption in this work
(\cite{V}, \cite{Z}).
