π¬
|
A Pseudorandom Generator from any One-way Function
J. HΓ₯stad,
R. Impagliazzo,
L. Levin,
M. Luby
|
10 |
1999 |
10 π¬
|
π’
|
A hard-core predicate for all one-way functions
Oded Goldreich,
L. Levin
|
10 |
1989 |
10 π’
|
π¬
|
Pseudo-random generation from one-way functions
R. Impagliazzo,
L. Levin,
M. Luby
|
9 |
1989 |
9 π¬
|
π’
|
THE COMPLEXITY OF FINITE OBJECTS AND THE DEVELOPMENT OF THE CONCEPTS OF INFORMATION AND RANDOMNESS BY MEANS OF THE THEORY OF ALGORITHMS
A. Zvonkin,
L. Levin
|
9 |
1970 |
9 π’
|
π¬
|
Checking computations in polylogarithmic time
L. Babai,
L. Fortnow,
L. Levin,
M. Szegedy
|
9 |
1991 |
9 π¬
|
π¦
|
Average Case Complete Problems
L. Levin
|
8 |
1986 |
8 π¦
|
π’
|
Fair Computation of General Functions in Presence of Immoral Majority
S. Goldwasser,
L. Levin
|
8 |
1990 |
8 π’
|
π¦
|
One-way functions and pseudorandom generators
L. Levin
|
8 |
1985 |
8 π¦
|
π¦
|
Randomness Conservation Inequalities; Information and Independence in Mathematical Theories
L. Levin
|
8 |
1984 |
8 π¦
|
π¬
|
Construction of a pseudo-random generator from any one-way function
Johan Hstad,
R. Impagliazzo,
L. Levin,
M. Luby
|
7 |
1989 |
7 π¬
|
π’
|
No better ways to generate hard NP instances than picking uniformly at random
R. Impagliazzo,
L. Levin
|
7 |
1990 |
7 π’
|
π¬
|
Security preserving amplification of hardness
Oded Goldreich,
R. Impagliazzo,
L. Levin,
R. Venkatesan,
David Zuckerman
|
6 |
1990 |
6 π¬
|