Early in his career, he programmed IBM calculating machines for the infamous Manhattan project. Richard Hamming was an American mathematician that lived from 1915 thru 1998. These concepts all come together in the final installment by providing examples of how to generate and decode the most powerful and efficient error correcting codes in use today. Additionally, it delves into a few simple math concepts requisite for understanding the final post. This post begins with a brief introduction to Hamming and a short history lesson before diving into Hamming Distance, and Perfect Codes. However, Hamming’s contributions to coding theory “fits the bill”. It’s rare to find concepts simple yet adroit at the same time. If you have not had the opportunity to read the first piece, it is highly recommended that you do before continuing on. Welcome to the second installment of this three-part series on coding theory.
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