ZHOU Xu, LI Ken-li, YUE Guang-xue, et al. A New DNA Computing's Algorithm for 3-Dimensional Matching Problem Based on Divide and Conquer Strategy[J]. Acta Electronica Sinica, 2010, 38(8): 1831-1836.
DOI:
ZHOU Xu, LI Ken-li, YUE Guang-xue, et al. A New DNA Computing's Algorithm for 3-Dimensional Matching Problem Based on Divide and Conquer Strategy[J]. Acta Electronica Sinica, 2010, 38(8): 1831-1836.DOI:
A New DNA Computing's Algorithm for 3-Dimensional Matching Problem Based on Divide and Conquer Strategy
it is how to decrease the DNA volume that plays an important role in the development of DNA computing.In this paper
for the objective to reduce the DNA volume of 3-Dimensional Matching Problem which is a famous NP-complete problem
an improved DNA computing model based on the operations in Adleman-Lipton's model and the solution space of the sticker-based model is put forward.Then
the divide and comquer is introduced into the DNA computing and a new DNA computing's algorithm is proposed.In a computer simu
lation
the DNA strands of maximum number required was
O
(1.414
n
)
the time complexity was
O
(15×
n
+30×
q
)
the test tube complesity was
O
(1) and the longest DNA strand was
O
(15
n
/2+45
q
).Hence
the scale of 3-Dimensional Matching Problem may be enlarged from 67 to 134.This new algorithm is highly space-efficient and error-tolerant compared to the conventional brute-force searching
and can be scaled-up to solve large and hard 3-Dimensional Matching Problem.By the approach
we can also show DNA computing's vast potentials for resolving NP problems.
Efficient Maximum Matching Problem Algorithms in the Tile Assembly Model
Improving the Single Template Method in DNA Computing
An O Volume Molecular Solutions for the 3-Colorable Problem on DNA-Based Supercomputing ( 1.School of Computer and communications,Hunan University,Changsha,Hunan 410082,China; 2.Institute of Biomolecular Computer,Huazhong University of Science and Technology,Wuhan,Hubei 430074,China)
Progress in the Research of DNA Computing
Analysis for Directed Hamilton Path Problems Based on Splicing Systems
Related Author
PAN Guo
OUYANG Ai-jia
LI Ken-li
ZHOU Yan-tao
ZHOU Xu
ZHANG Lin-xi
WANG Xiang-hong
LIU Wen-bin
Related Institution
College of Electrical and Information Engineering Hunan University Changsha Hunan China
College of Information Science and Engineering Hunan University Changsha Hunan China
College of Mathematics and Information Engineering Jiaxing University Jiaxing Zhejiang China
College of Electrical and Information Engineering, Hunan University
College of Information Science and Engineering, Hunan University