Add to ORKGCover title.Includes bibliographical references (p. 8).Research supported by the NSF. ECS-8552419 Research supported by Bellcore, Inc. and Du Pont. Research supported by the ARO. DAAL03-86-K-0171Nicholas Pippenger, George D. Stamoulis, and John N. Tsitsiklis
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
: It is shown that if a formula is constructed from noisy 2-input NAND gates, with each gate failing...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
A proof is provided that a logarithmic redundancy factor is necessary for the reliable computation o...
A proof is provided that a logarithmic redundancy factor is necessary for the reliable computation o...
It is shown that if formulas are used to compute Boolean functions in the presence of randomly occur...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
This talk concerns computation by systems whose components exhibit noise (that is, errors committed ...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
This paper deals with the problem of increasing the reliability of gate-type logical circuits throug...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
We report on two types of results. The first is a study of the rate of decay of information carried ...
We report on two types of results. The first is a study of the rate of decay of information carried ...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
: It is shown that if a formula is constructed from noisy 2-input NAND gates, with each gate failing...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
A proof is provided that a logarithmic redundancy factor is necessary for the reliable computation o...
A proof is provided that a logarithmic redundancy factor is necessary for the reliable computation o...
It is shown that if formulas are used to compute Boolean functions in the presence of randomly occur...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
We show that many Boolean functions (including, in a certain sense, almost all Boolean functions) ...
This talk concerns computation by systems whose components exhibit noise (that is, errors committed ...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...
This paper deals with the problem of increasing the reliability of gate-type logical circuits throug...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
We report on two types of results. The first is a study of the rate of decay of information carried ...
We report on two types of results. The first is a study of the rate of decay of information carried ...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
We study noisy computation in randomly generated k-ary Boolean formulas. We establish bounds on the ...
: It is shown that if a formula is constructed from noisy 2-input NAND gates, with each gate failing...
AbstractFor ordinary circuits with a fixed upper bound on the fanin of its gates it has been shown t...