[1]

L. Adleman: Two theorems on random polynomial time,*19th FOCS* pp. 75–83, 1978.

[2]

M. Ajtai: ∑

_{1}^{1} formulas on finite structures.

*Annals of Pure and Applied Logic*
**24**, pp. 1–48. 1983.

Google Scholar [3]

M. Ajtai, andM. Ben-Or: A theorem on probabilistic constant depth computations,*16th STOC*, pp. 571–474, 1984.

[4]

M. Ajtai, andA. Wigderson: Deterministic simulation of probabilistic constant depth circuits*26th FOCS*, pp. 11–19, 1985.

[5]

L. Babai: Trading group theory for randomness*17th STOC*, pp. 421–429, 1975.

[6]

C. H. Benett, andJ. Gill: Relative to a random oracle*A, P*
^{A}
*≠NP*
^{A}
*≠Co-NP*
^{A} with probability 1.*SIAM J. Comp.*
**10**, 1981.

[7]

L. Babai, and

S. Moran: Arthur Merlin games: a randomized proof system, and a hierarchy of complexity classes,

*J. Computer Sys. Sci.*
**36**, pp. 254–276, 1988.

Google Scholar [8]

M. Blum, andS. Micali: How to generate cryptographically strong sequences of pseudo random bits.*23rd FOCS*, pp. 112–117, 1982.

[9]

A. Chandra, D. Kozen, andL. Stockmeyer: Alternation,*J. ACM*,**28**, 1981.

[10]

M. Furst, R. J. Lipton, andL. Stoclmeyer: Pseudo random number generation and space complexity,*Information and Control*,**64**, 1985.

[11]

M. Furst, J. Saxe, andM. Sipser: Parity, Circuits, and the polynomial time hierarchy,*22nd FOCS*, pp. 260–270, 1981.

[12]

S. Goldwasser, andS. Micali: Probabilistic Encryption,*JCSS*,**28**, No. 2, 1984.

[13]

S. Goldwasser, andM. Sipser: Private coins vs. Public voins in interactive proof systems,*18th STOC*, pp. 59–68, 1986.

[14]

J. Hastad:*Lower Bounds for the Size of Parity Circuits*, Ph.D. Thesis, M.I.T., 1987.

[15]

S. A. Kurts: A note on randomized polynomial time,*SIAM J. Comp.*
**16**, No. 5, 1987.

[16]

N. Nisan, andA. Wigderson: Hardness vs. Randomness,*29th FOCS*, 1988.

[17]

J. H. Reif, andJ. D. Tygar: Towards a theory of parallel randomized computation,*TR-07-84, Aiken Computation Lab.*, Harvard University, 1984.

[18]

M. Sipser: A complexity theoretic approach to randomness,*15th STOC*, 330–335, 1983.

[19]

M. Sipser: Expanders, Randomness, or Time vs. Space, Structure in Complexity Theory, Lecture notes in Computer Science, No. 223, Ed. G. Goos, J. Hartmanis, pp. 325–329.

[20]

L. Stockmeyer: The polynomial time hierarchy,*Theory. Comp. Sci.*
**3**, No. 1, 1976.

[21]

A. C. Yao: Theory and applications of trapdoor functions,*23rd FOCS*, pp. 80–91, 1982.

[22]

A. C. Yao: Separating the polynomial time hierarchy by oracles,*26th FOCS*, pp. 1–10, 1985.