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REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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A89
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Allender,E.: A note on the power of threshold circuits, Proceedings der 30. IEEE Symposium FOCS, 1989, 580-584.
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AB91
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Alon,N.,J.Bruck: Explicit constructions of depth-2 majority circuits for comparison and addition, Technical Report RJ 8300 (75661) of the IBM Almaden Research Center, San Jose, 1991.
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ABFR91
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James Aspnes , Richard Beigel , Merrick Furst , Steven Rudich, The expressive power of voting polynomials, Proceedings of the twenty-third annual ACM symposium on Theory of computing, p.402-409, May 05-08, 1991, New Orleans, Louisiana, United States
[doi> 10.1145/103418.103461]
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Ba92
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Barrington,D.A: Quasipolynomial size circuits. Proc. IEEE Conference Structure in Complexity, 1992, 86-93.
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Be92
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Beigel,R.: Perceptrons, PP, and the Polynomial Hierarchy. Proc. of SCT'92, 14-19.
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Be93
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Beigel,R.: The polynomial method in circuit complexity SCT'93, 82-95.
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B90
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Bruek,J.: Harmonic analysis of polynomial threshold functions, SIAM Journal of Discrete Mathematics, 3, Nr. 22, 1990, 168-177.
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BKS92
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Bruck,J.,Th.Hofmeister,Th.Kailath,K.Y.Siu: Depth efficient networks for division and related problems. Technical Report 1992, to appear in 1993.
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BS90
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Bruck,J.,R.Smolensky: Polynomial threshold functions, AC~-functions and spectral norms Proc. 31th IEEE Conference FOCS, 1990, 632-641.
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G93
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Goldmann,M.: A note on the power of majority gates and modular gates, preprint, 1993.
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GHR92
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Goldmann,M.,J.H~stad,A.A.Razborov: Majority Gates versus general weighted threshold gates, J. of Computational Complexity 2 (1992), 277-300.
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GK93
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HR89
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HMPST87
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HHK91
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LMN89
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Linial,N.,Y.Mansour,N.Nisan: Constant Depth Circuits, Fourier Transforms, and Learnability. Proc. 30th IEEE Conference FOCS, 1990.
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KORS91
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V. Roychowdhury , K. Y. Siu , A. Orlitsky , T. Kailath, A geometric approach to threshold circuit complexity, Proceedings of the fourth annual workshop on Computational learning theory, p.97-111, August 05-07, 1991, Santa Cruz, California, United States
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K90
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Krause,M. Geometric Arguments yield better bounds for threshold circuits and distributed computing. Proc. of SCT'91,314-322.
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KW91
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MSS91
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MP68
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Minsky, M.,S.Papert: Perceptrons MIT Press, Cambridge 1988 Expanded edition. First edition appeared in 1968.
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R87
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Razborov, A.A: Lower bounds for the size of circuits of bounded depth with basis {#, A}, Journal Math. Zametki. 41, 1987, 598-607.
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S87
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T91
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Ts93
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Tsai,S.-C.: Lower bounds on representing boolean functions as polynomials. SCT'93, 96-101.
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YP94
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Y90
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Yao,A.C.: On A CC and Threshold Circuits, Proc. 31th IEEE Conference FOCS, 1990, 619-628.
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