Author pages are created from data sourced from our academic publisher partnerships and public sources.
- Publications
- Influence
Share This Author
Unsolved problems in number theory
- A. Sárközy
- MathematicsPeriod. Math. Hung.
- 1 February 2001
TLDR
On finite pseudorandom binary sequences I: Measure of pseudorandomness, the Legendre symbol
- C. Mauduit, A. Sárközy
- Computer Science
- 1997
TLDR
On difference sets of sequences of integers. III
- A. Sárközy
- Mathematics
- 1 March 1978
On finite pseudorandom binary sequences VII: The measures of pseudorandomness
- J. Cassaigne, C. Mauduit, A. Sárközy
- Mathematics
- 2002
where the maximum is taken over all D = (d1, . . . , dk) and M such that M + dk ≤ N . 2000 Mathematics Subject Classification: Primary 11K45.
A complexity measure for families of binary sequences
- R. Ahlswede, L. H. Khachatrian, C. Mauduit, A. Sárközy
- Computer SciencePeriod. Math. Hung.
- 1 June 2003
TLDR
On the residues of products of prime numbers
- P. Erdős, A. Odlyzko, A. Sárközy
- Mathematics
- 1 September 1987
V(x,x) =2 x(n) A (n) n<x For k = 2, 3, . . , x ~ 2, (a, q) = 1, we denote the number of solutions of PlP2 . . . pk-a (mod q), p,<x, p2Sx, . . .,Pk<x by f (x, a, k) ; in particular, we put F(a, k) = f…
On pseudorandom binary lattices
- P. Hubert, C. Mauduit, A. Sárközy
- Computer Science
- 2006
On the Distribution in Residue Classes of Integers with a Fixed Sum of Digits
- C. Mauduit, C. Pomerance, A. Sárközy
- Mathematics
- 1 March 2005
We give an asymptotic formula for the distribution of those integers n in a residue class, such that n has a fixed sum of base-g digits, with some uniformity over the choice of the modulus and g. We…
Construction of large families of pseudorandom binary sequences
- L. Goubin, C. Mauduit, A. Sárközy
- Computer Science
- 1 May 2004
...
...