Add to ORKGWe determine the precise threshold of component noise below which formulas composed of odd degree components can reliably compute all Boolean functions
We examine the power of constant depth circuits with sigmoid (i.e. smooth) threshold gates for compu...
AbstractWe investigate a model of gate failure for Boolean circuits in which a faulty gate is restri...
This paper details a systematic method for significantly enhancing the noise margins of very fast th...
Abstract — We determine the precise threshold of component noise below which formulas composed of od...
: It is shown that if a formula is constructed from noisy 2-input NAND gates, with each gate failing...
textabstractIt is known that $\epsilon$-noisy gates with 2 inputs are universal for arbitrary comput...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
Computing circuits composed of noisy logical gates and their ability to represent arbitrary Boolean ...
It is shown that if formulas are used to compute Boolean functions in the presence of randomly occur...
Random Boolean formulae, generated by a growth process of noisy logical gates are analyzed using the...
AbstractViewing n-variable Boolean functions as vectors in R2n, we invoke basic tools from linear al...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
A threshold logic gate is a gate whose output is a function of its inputs which are weighted by scal...
Properties of computing Boolean circuits composed of noisy logical gates are studied using the stati...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
We examine the power of constant depth circuits with sigmoid (i.e. smooth) threshold gates for compu...
AbstractWe investigate a model of gate failure for Boolean circuits in which a faulty gate is restri...
This paper details a systematic method for significantly enhancing the noise margins of very fast th...
Abstract — We determine the precise threshold of component noise below which formulas composed of od...
: It is shown that if a formula is constructed from noisy 2-input NAND gates, with each gate failing...
textabstractIt is known that $\epsilon$-noisy gates with 2 inputs are universal for arbitrary comput...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
Computing circuits composed of noisy logical gates and their ability to represent arbitrary Boolean ...
It is shown that if formulas are used to compute Boolean functions in the presence of randomly occur...
Random Boolean formulae, generated by a growth process of noisy logical gates are analyzed using the...
AbstractViewing n-variable Boolean functions as vectors in R2n, we invoke basic tools from linear al...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
A threshold logic gate is a gate whose output is a function of its inputs which are weighted by scal...
Properties of computing Boolean circuits composed of noisy logical gates are studied using the stati...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
We examine the power of constant depth circuits with sigmoid (i.e. smooth) threshold gates for compu...
AbstractWe investigate a model of gate failure for Boolean circuits in which a faulty gate is restri...
This paper details a systematic method for significantly enhancing the noise margins of very fast th...