| 21. | Another possibility would be a concatenation of a Hamming code with a low density parity check code.
|
| 22. | Hamming codes straddle the boundary between two types of mathematical objects : error correcting codes and covering codes.
|
| 23. | This triple repetition code is a Hamming code with since there are two parity bits, and data bit.
|
| 24. | However, the Hamming ( 7, 4 ) and similar Hamming codes cannot distinguish between single-bit errors and two-bit errors.
|
| 25. | There are 256 different 8-bit color codes, which are protected by a ( 12, 8, 3 ) Hamming code.
|
| 26. | Examples of doubly even codes are the extended binary Hamming code of block length 8 and the extended binary self-dual.
|
| 27. | Examples of block codes are Reed Solomon codes, Hamming codes, Hadamard codes, Expander codes, Golay codes, and Reed Muller codes.
|
| 28. | When you take the hat problem apart and look at its core, you see what you need are exactly Hamming codes.
|
| 29. | Hamming codes, named after Richard Hamming, the mathematician who discovered them, are basic tools studied by engineering students all over the world.
|
| 30. | In 1950, he published what is now known as Hamming Code, which remains in use today in applications such as ECC memory.
|
