An iterative technique using Yang transform to solve fractional order Klein Gordon equation

The present paper discusses an iterative technique involving the use of Yang transform to obtain series solution to fractional Klein Gordon equation. A few preliminaries involving Yang transform are provided. Tables for Yang and inverse Yang transform of common functions have been provided. The general formula for the technique is developed and an example is solved using the method to illustrate its efficacy. The obtained series solution is used to generate graphs with varying values of the fractional order and are thus used to show the behavior of the example used within the bounds considered in the graphs. Concluding remarks are provided.