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Upper and lower bounds for some depth-3 circuit classes
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由 R Beigel 著作1997被引用 12 次 — We investigate the complexity of depth-3 threshold circuits with majority gates at the output, possibly negated AND gates at level two, and MOD/sub m/ gates ...
Upper and lower bounds for some depth-3 circuit classes
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由 R Beigel 著作1996被引用 12 次 — We investigate the complexity of depth-3 threshold circuits with majority gates at the output, possibly negated AND gates at level two, and MOD m gates at.
Upper and Lower Bounds for Some Depth-3 Circuit Classes
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1997年6月24日 — We investigate the complexity of depth-3 threshold circuits with majority gates at the output, possibly negated AND gates at level two, ...
Upper and Lower Bounds for Some Depth-3 Circuit Classes
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由 R Beigel 著作1997被引用 12 次 — We investigate the complexity of depth-3 threshold circuits with majority gates at the output, possibly negated AND gates at level two, and MODm gates at ...
Upper and Lower Bounds for Some Depth-3 Circuit Classes
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Richard Beigel, Alexis Maciel: Upper and Lower Bounds for Some Depth-3 Circuit Classes. Electron. Colloquium Comput. Complex. TR97 (1997).
Upper and lower bounds for some depth-3 circuit classes
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Recommendations · Upper and Lower Bounds for Some Depth-3 Circuit Classes. CCC '97: Proceedings of the 12th Annual IEEE Conference on Computational Complexity.
Depth-3 Circuit Lower Bounds for k-OV - DROPS
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由 T Choudhury 著作2024 — In this paper, we are interested in unconditional lower bounds against k-OV, but for weaker models of computation than the general Turing Machine.
Upper and lower bounds for some depth-3 circuit classes
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1998年7月6日 — instance of · scholarly article ; title. Upper and lower bounds for some depth-3 circuit classes (English) ; author · Richard Beigel ; published in.
Depth-3 Circuits
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There are several methods for proving strong lower bounds for depth-3 circuits ... The above argument only gives nontrivial lower bounds for circuits with small ...
Depth-3 Circuit Lower Bounds for k-OV
Weizmann Institute of Science
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about depth-3 AC0 circuits computing 2-OV. 22. As a secondary result, we show an exponential lower bound on the size of AND ◦ OR ◦ AND.