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Volume s , Issue 2 April Pages Related Information. Close Figure Viewer. Browse All Figures Return to Figure. Previous Figure Next Figure. Email or Customer ID. Forgot password? Narkiewicz, and C. Factoring integers with the number field sieve , J. Buhler, H. Pomerance, The development of the number field sieve , A. Lenstra and H. A hyperelliptic smoothness test. Pila, and C.

Pomerance, Phil. London A , — Sixes and sevens , C. Pomerance, Missouri J. There are infinitely many Carmichael numbers , W. Alford, A. Granville, and C. Pomerance, Ann. On the difficulty of finding reliable witnesses , W. Adleman and M. Huang, eds. Dickson polynomials with few fixed points in a finite field , C. Sichuan U. Natural Science Ed. On a conjecture of R. Graham , F. Cheng and C. The number field sieve , C. Gautschi, ed. Counting the integers factorable via cyclotomic methods , C. Sorenson, J. Algorithms , 19 , — Franco and C.

## Analytic Number Theory: Proceedings of a Conference in Honor of Paul T. Bateman - كتب Google

Implementing the self initializing quadratic sieve on a distributed network , W. Alford and C. Shparlinski, H.

Zimmer, eds. Combinatorial number theory , C.

### Some Talks

Graham, M. On the role of smooth numbers in number theoretic algorithms , C. Counterexamples to the modified Weyl-Berry conjecture , M. Cambridge Phil. Symmetric and asymmetric primes , P. Fletcher, W. Lindgren, and C. Number Theory 58 , 89— Multiplicative independence for random integers , C.

Berndt, H. Diamond, A. Hildebrand, eds.

On the divisors of n! Graham, A. A tale of two sieves , C. Pomerance, The Notices of the Amer. On primes recognizable in deterministic polynomial time , S. Konyagin and C.

Graham and J. Nesetril, eds.

### Various Number Theorists' Home Pages/Departmental listings

See for an update article. A search for Wieferich and Wilson primes , R. Crandall, K. Dilcher, and C. On locally repeated values of certain arithmetic functions, IV , P. Automaticity II: Descriptional complexity in the unary case , C. Robson, and J. Shallit, Theoretical Computer Sci. Rigorous discrete logarithm computations in finite fields via smooth polynomials , R.

Lovorn Bender and C. Euler's function in residue classes , T. Dence and C. Pomerance, The Ramanujan Journal 2 , 7— On the distribution of champs , A.

Gupta and K. Williams, eds. Residue classes free of values of Euler's function , K. Ford, S.

**https://conttangolfhonri.tk**

## Some Recent Progress in Analytic Number Theory

Konyagin, and C. Pomerance, Number Theory in Progress , K. Gyory, H.