I am a creative design engineer who has had many ideas for devices that have been highly successful. I've worked extensively with error-correcting codes.
The attached image is a sketch of an idea for a failure-tolerant Network Attached Storage Device. Multiple USB Sticks can fail with no loss of data or performance.
I can supply the error correction for the device.
https://t.co/Xu0ew25IOm
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Is there any possible way of using any social networking site to find an individual or company that would have an interest in developing a failure-tolerant storage device using the technology described in the following site?
https://t.co/QQCJHyvSTN
Berlekamp Search:
@david_cobac
@DH_Altin@DIMACSCenter@drken1215@Encoding
If you have an interest in the following website, please contact me.
https://t.co/QQCJHyvSTN
Those who have an interest in designing encoders and decoders for error-correcting block codes such as binary BCH and Reed-Solomon codes can discuss the topic in the following Facebook group.
https://t.co/2oLhq88IBm
You must have a Facebook account to make posts to the group.
For whoever might be interested in chatting about the possibility of amplifying power (which most people believe is impossible), you can do so by going here...
https://t.co/HMxbGqrelM
You will need a Facebook account to join the group and make posts.
My primary interest is to find someone who has an interest in developing a product that uses error-correction designs I've developed and own. If anyone who reads this knows anyone like that, please let me know!
https://t.co/QQCJHyvSTN
Every finite field has at least one primitive element, and most have many. Primitive elements are denoted with the Greek letter alpha (𝝰). Primitive elements when multiplied by themselves multiple times generate all the nonzero elements in the field.
The failure-tolerant designs I supplied to NASA & other space companies have become the standard in space. Those types of designs will also soon become the standard in commercial storage devices. Whoever is first to market will enjoy substantial profits. https://t.co/QQCJHyvSTN
Single bit error correcting codes were first discovered by Richard Hamming in the late 40's. Reed-Solomon codes were discovered around 1960 but there was no known way to decode them. Elwyn Berlekamp discovered an algorithm to decode Reed-Solomon codes around 1970.
In order to understand how error-correcting codes such as Reed-Solomon codes work, one needs to have an understanding of abstract/modern algebra and finite/Galois fields.