نتایج جستجو برای: simulated annealing algorithm saa

تعداد نتایج: 878145  

Journal: :Future Generation Comp. Syst. 1995
J. M. Voogd Peter M. A. Sloot R. van Dantzig

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2004
Ivona Bezáková Daniel Štefankovič Vijay V. Vazirani Eric Vigoda

The first polynomial-time algorithm to approximate (with arbitrary precision) the permanent of a non-negative matrix was presented by Jerrum, Sinclair and Vigoda. They designed a simulated annealing algorithm with a running time of O∗(n26) for 0/1 matrices. Subsequently, they improved their analysis, resulting in a O∗(n10) time algorithm. We present a O∗(n7) time algorithm. Our improvement come...

2016
Doan V. K. Khanh Pandian M. Vasant Irraivan Elamvazuthi Vo N. Dieu

Thermo-electric Coolers nowadays are applied in a wide range of thermal energy systems. Over the past decades, many researches were employed to improve the efficiency of TECs by enhancing the material parameters and design parameters. The material parameters are the most significant, but they are restricted by currently available materials and module fabricating technologies. Therefore, the mai...

Journal: :Journal of the Optical Society of America A 1988

Journal: :IEEJ Transactions on Electronics, Information and Systems 1992

Journal: :International Journal of Online and Biomedical Engineering (iJOE) 2013

Journal: :Journal of Computing and Information Technology 2021

Software testing is an important stage in the software development process, which key to ensure quality and improve reliability. fault localization most part of testing. In this paper, problem modeled as a combinatorial optimization problem, using function call path starting point. A heuristic search algorithm based on hybrid genetic simulated annealing used locate defects. Experimental results...

Journal: :Australasian J. Combinatorics 1992
J. R. Elliott Peter B. Gibbons

A simulated annealing algorithm is used in the construction of subsquare free Latin squares. The algorithm is described and experience from its application is reported. Results obtained include the construction of subsquare free Latin squares of orders 16 and 18, the smallest orders for which existence of such squares was previously in doubt.

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