Abstract
Molecular computing is a discipline that aims at harnessing individual molecules for computational purposes. This paper presents the applied Mathematical sciences using DNA molecules. The Major achievements are outlined the potential advances and the challenges for the practitioners in the foreseeable future. The Binary Optimization in Linear Programming is an intensive research area in the field of DNA Computing. This paper presents a research on design and implementation method to solve an Binary Linear Programming Problem using DNA computing. The DNA sequences of length directly represent all possible combinations in different boxes. An Hybridization is performed to form double strand molecules according to its length to visualize the optimal solution based on fluorescent material . Here Maximization Problem is converted into DNA computable form and a complementary are found to solve the problem and the optimal solution is suggested as per the constraints stipulated by the problem.
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