Secret Sharing Using The Chinese Remainder Theorem
Secret sharing consists of recovering a secret S from a set of shares, each containing partial information about the secret. The Chinese remainder theorem (CRT) states that for a given system of simultaneous congruence equations, the solution is unique in some, with under some appropriate conditions on the congruences. Secret sharing can thus use the CRT to produce the shares presented in the congruence equations and the secret could be recovered by solving the system of congruences to get the unique solution, which will be the secret to recover.
Read more about Secret Sharing Using The Chinese Remainder Theorem: Secret Sharing Schemes: Several Types, Chinese Remainder Theorem, Secret Sharing Using The CRT, See Also
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“Nor even thy virtues, tyrant, shall avail
To save thy secret soul from nightly fears,
From Cambria’s curse, from Cambria’s tears!’”
—Thomas Gray (1716–1771)
“However intense my experience, I am conscious of the presence and criticism of a part of me, which, as it were, is not a part of me, but a spectator, sharing no experience, but taking note of it, and that is no more I than it is you. When the play, it may be the tragedy, of life is over, the spectator goes his way. It was a kind of fiction, a work of the imagination only, so far as he was concerned.”
—Henry David Thoreau (1817–1862)
“Then I had only prisoners’ thoughts. I awaited the daily walk which I took in the yard, or my lawyer’s visit. I managed the remainder of my time very well. I have often thought that if I was made to live in a dry tree trunk, without any other occupation but to watch the flower of the sky above my head, I would have gradually gotten used to it.”
—Albert Camus (1913–1960)
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—Albert Camus (1913–1960)