| G. J. Simmons. Robust shared secret schemes. Congressus Numerantium, 68:215--248, 1989. |
.... of maintaining a secret among w shareholders whereby at least t of them are required to cooperate before the secret can be reproduced was first posed by Shamir [10] and Blakley [3] Since then a number of (t; w) threshold schemes have been suggested by researchers in the field of cryptography [12]. These schemes provide the property that by using any t or more pieces of the shared secret, which are called shares hereafter, the whole shared secret can be derived, while at the same time maintaining that any t Gamma 1 or less shares will be insufficient to derive the shared secret. The ....
G. J. Simmons. Robust shared secret schemes. Congressus Numerantium, 68:215--248, 1989.
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G. J. Simmons. Robust shared secret schemes. Congressus Numerantium, 68:215--248, 1989.
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