Generalized Lindemann-Weierstrass and Gelfond-Schneider-Baker Theorems
Abstract
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 (G, K, 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 (V, Z).
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