11 commits

Author	SHA1	Message	Date
Ahmet Inan	c810d3fc84	hopefully these names are less confusing	2023-06-09 10:06:34 +02:00
Ahmet Inan	272440d749	better not to be clever here	2023-06-07 12:27:01 +02:00
Ahmet Inan	60b9dbf2c0	we have the - operator now	2023-06-06 23:06:12 +02:00
Ahmet Inan	fe25fb2a69	flatten hot functions	2023-06-05 12:18:27 +02:00
Ahmet Inan	6ec9fcba1a	compute constant terms for same row only once	2023-06-05 10:56:41 +02:00
Ahmet Inan	8370e6a51c	added SIMD acceleration for GF(2^8) and GF(2^16)	2023-05-09 16:04:32 +02:00
Ahmet Inan	5805246088	added multiply accumulate method	2023-05-08 08:49:14 +02:00
Ahmet Inan	078ae40d83	merged encoder and decoder	2023-05-08 08:12:17 +02:00
Ahmet Inan	f2ebaf4504	allow user to decode block by block	2023-04-28 10:55:46 +02:00
Ahmet Inan	43a0f7a5ec	less is more	2023-04-25 09:48:34 +02:00
Ahmet Inan	eb6e002d52	added Cauchy Reed Solomon erasure coding ... Read more about the Cauchy matrix: https://en.wikipedia.org/wiki/Cauchy_matrix The Art of Computer Programming Volume 1: Fundamental Algorithms Donald E. Knuth - 1997 Paragraph 1.2.3: Sums and Products Page 37, Cauchy's matrix: $a_{ij} = \frac{1}{x_i + y_j}$ Page 38, Exercise 41: $b_{ij} = \frac{\prod_{k=1}^{n}{(x_j + y_k)(x_k + y_i)}}{(x_j + y_i)\prod_{k \ne j}^{n}{(x_j - x_k)}\prod_{k \ne i}^{n}{(y_i - y_k)}}$	2023-04-24 13:35:30 +02:00