例句與造句

1. This example will demonstrate standard quadratic sieve without logarithm optimizations or prime powers.
2. It starts at an undergraduate level and gets up through the quadratic sieve.
3. Atkins et al . used the quadratic sieve algorithm invented by Carl Pomerance in 1981.
4. In such cases other methods are used such as the quadratic sieve and the general number field sieve ( GNFS ).
5. This demonstration should also serve to show that the quadratic sieve is only appropriate when " n " is large.
6. It's difficult to find quadratic sieve in a sentence. 用quadratic sieve造句挺難的
7. The quadratic sieve searches for smooth numbers using a technique called sieving, discussed later, from which the algorithm takes its name.
8. As a consequence of the Chinese remainder theorem, the number 1 has at least four distinct square roots factoring algorithms like the quadratic sieve.
9. The principle of the number field sieve ( both special and general ) can be understood as an improvement to the simpler rational sieve or quadratic sieve.
10. The quadratic sieve speeds up the process of finding relations by taking " x " close to the square root of " n ".
11. The sieve methods discussed in this article are not closely related to the integer factorization sieve methods such as the quadratic sieve and the general number field sieve.
12. While the asymptotically faster number field sieve had just been invented, it was not clear at the time that it would be better than the quadratic sieve for 129-digit numbers.
13. Congruences of squares are extremely useful in integer factorization algorithms and are extensively used in, for example, the quadratic sieve, general number field sieve, continued fraction factorization, and Dixon's factorization.
14. The quadratic sieve consists of computing " a " 2 mod " n " for several " a ", then finding a subset of these whose product is a square.
15. The block Lanczos algorithm is amongst the most efficient methods known for finding nullspaces, which is the final stage in integer factorization algorithms such as the quadratic sieve and number field sieve, and its development has been entirely driven by this application.
16. Note the set "'A "'does not have to be a set of prime factors, but it is typically a proper subset of the primes as seen in the factor base of Dixon's factorization method and the Quadratic sieve.
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