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Abstract: The DNA model of computation, with test tubes of DNA molecules encoding bit sequences, is based on three primitives, Extract-A-Bit, which splits a test tube into two test tubes according to the value of a particular bit x, Merge-Two-Tubes and Detect-Emptiness. Perfect operations can test the satisfiability of any boolean formula in linear time. However, in reality the Extract operation is faulty; it misclassifies a certain proportion of the strands. We consider the following problem: given an... (Update)
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BibTeX entry: (Update)
R. M. Karp, C. Kenyon, and O. Waarts. Error-resilient dna computation. In Proceedings of the Seventh Annual ACM-SIAM Symposium on Discrete Algorithms, pages 458--467, 1997. http://citeseer.ist.psu.edu/karp97errorresilient.html More
@techreport{ karp95error,
author = "Richard M. Karp and Claire Kenyon and Orli Waarts",
title = "Error Resilient {DNA} Computation",
number = "95-20",
address = "46, All{\'{e}}e d'Italie 69364 LYON CEDEX 07 - FRANCE",
year = "1995",
url = "citeseer.ist.psu.edu/karp97errorresilient.html" }
Citations (may not include all citations):
249
Molecular computation of solutions to combinatorial problems
- Adleman - 1994
202
Data Encryption Standard (context) - of - 1977
53
Using DNA to solve NP-Complete problems
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50
the computational power of DNA
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44
CREW PRAMs and decision trees (context) - Nisan - 1989
40
Breaking DES using a molecular computer
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34
A universal molecular computer (context) - Beaver - 1995
32
On networks of noisy gates (context) - Pippenger - 1985
32
Coping with errors in binary search procedures (context) - Rivest, Meyer et al. - 1980
32
Making DNA computers error resistant
- Boneh, Lipton - 1995
27
Parallel molecular computation: Models and simulations (context) - Reif - 1995
24
the power of BioComputers
- Roo, Wagner - 1995
22
Computing with unreliable information (context) - Feige, Peleg et al. - 1990
21
Reliable computation with noisy circuits and decisions trees.. (context) - Reischuk, Schmeltz - 1991
19
Computing with DNA
- Beaver - 1995
10
Lower bounds for the complexity for reliable boolean circuit..
- Gal - 1991
6
Factoring: The DNA solution
- Beaver, The et al. - 1994
4
On evaluating Boolean functions with unreliable tests (context) - Kenyon, Yao - 1990
3
On boolean decision trees with faulty nodes
- Kenyon, King - 1994
The graph only includes citing articles where the year of publication is known.
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