On Encryption with Continued Fraction

Many mathematicians have investigated the properties of continued fractions. They made fraction expansions Pi number, golden ratio and many more special numbers. With help fractions, solutions some Diophantine equations are obtained. In this study, encryption was using fractional square root non-perfect-square integers. Each 29 letters in alphabet is represented by nonperfect integers starting from 2. Then, each letter’s number equivalent were calculated. Afterwards, all numbers expansion considered as an integer removing comma. This information tabulated for later usage. word individual letters, a space left between encrypted versions letter. After process, process deciphering text dealt with. since there blank numbers, written Later, letter corresponding to found.