| 摘要 |
A processor-executed computational method especially for use in cryptographic systems quickly determines a polynomial quotient under specific conditions. For a polynomial modulus f(x), a maximum degree for a polynomial i(x) to be reduced by this method is defined as the sum of the degree of f(x) and the difference d between the degrees of the two highest degree coefficients of f(x). Polynomials i(x) with degree less than this maximum can be divided by a^[deg(f(x))] instead of the full f(x) to quickly obtain the quotient value. With this quotient a residue value can be obtained, or optionally a random congruent value.
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