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Список литературы 194
[22] Dixon J.D. Asymptotically fast factorization of integers / J.D. Dixon.–
Math. Comp. 36, 1981, p. 255–260.
[23] Elkenbracht-Huising M. An implementation of the Number Field Sieve /
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[24] Gardner M. A new kind of cipher that would take millions years to break /
M. Gardner.– Sci. Amer. 1977, p. 120–124.
[25] Gower J. Square form factorization/ J. Gower, S.S. Wagstaff Jr.– Mathe-
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[26] Hackmann P. Elementary Number Theory / P. Hackmann.– HHH Publ,
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[27] Joux A. A one round protocol for tripartie Diffie-Hellman. / A. Joux.– Al-
gorithmic Number Theory: 4-th International Symposium, ANT–IV, Lecture
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[28] Keller W. Prime factors k · 2
n
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[29] Kleinjung T. On Polynomial Selection for the General Number Field Sieve/
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[30] Kleinjung T. Factorization of a 768-bit RSA modulus / T. Kleinjung et alt.–
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[31] Lenstra H.W. Factoring integers with elliptic curves / H.W. Lenstra.–
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[32] Lenstra A.K. Factoring integers with the number field sieve / A. K. Lenstra,
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[33] Lenstra A. The Development of the Number Field Sieve / A. Lenstra and
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139 p.
Список литературы 194 [22] Dixon J.D. Asymptotically fast factorization of integers / J.D. Dixon.– Math. Comp. 36, 1981, p. 255–260. [23] Elkenbracht-Huising M. An implementation of the Number Field Sieve / M. Elkenbracht-Huising.– Experimental Mathematics, 1996, v.5, p. 231—- 253. [24] Gardner M. A new kind of cipher that would take millions years to break / M. Gardner.– Sci. Amer. 1977, p. 120–124. [25] Gower J. Square form factorization/ J. Gower, S.S. Wagstaff Jr.– Mathe- matics of Computation, v.77 (2008), p. 551–588. [26] Hackmann P. Elementary Number Theory / P. Hackmann.– HHH Publ, 2007, 411 p. [27] Joux A. A one round protocol for tripartie Diffie-Hellman. / A. Joux.– Al- gorithmic Number Theory: 4-th International Symposium, ANT–IV, Lecture Notes in Computer Science, v.1838(2000), Springer–Verlag, p. 385–393. [28] Keller W. Prime factors k · 2n + 1 of Fermat numbers Fm and complete factoring status / W. Keller.– http://www.prothsearch.net/fermat.html [29] Kleinjung T. On Polynomial Selection for the General Number Field Sieve/ T. Kleinjung.– Math. Comp. 75 (2006), 2037–2047 p. [30] Kleinjung T. Factorization of a 768-bit RSA modulus / T. Kleinjung et alt.– Scientific Report, 2010, 22 p. [31] Lenstra H.W. Factoring integers with elliptic curves / H.W. Lenstra.– Ann.Math. v.126 (1987), p. 649–674. [32] Lenstra A.K. Factoring integers with the number field sieve / A. K. Lenstra, H.W. Lenstra,Jr, M.S. Manasse, J.M. Pollard.– in [33] p. 11–42. [33] Lenstra A. The Development of the Number Field Sieve / A. Lenstra and H. Lenstra (eds.).– Lect.Not.in Math.1554, Springer–Verlag, Berlin, 1993, 139 p.
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