Search Results

1 - 10 of 14,433 items :

  • "parameter" x
Clear All

parameter optimization, Journal of Heuristics, vol. 15, no. 6, pp. 617-644, 2009. [10] S. Das and N. Suganthan, Differential evolution: A survey of the state-of-the-art, in IEEE Transactions on Evolutionary Computation, vol. 15, no. 1, 2011, pp. 4-31. [11] R. Gamperle, S. D. Muller, and P. Koumoutsakos, A parameter study for differential evolution, in Advances in intelligent systems, fuzzy systems, evolutionary computation, vol. 10, 2002, pp. 293-298. [12] K. Zielinski, P. Weitkemper, R. Laur, and K. D. Kammeyer, Parameter study for differential evolution using a power

References [1] SMITH, L.; WHEATCRAFT, S. J. Groundwater Flow. Vancouver, British Columbia, Canada. Canada : McGraw-Hill, Inc. [2] MODFLOW. USGS. Available at internet: [cit. 2013-06-07] http://water.usgs.gov/ogw/modflow/ [3] MT3DMS. The Hydrogeology Group, The University of Alabama. Dostupné na internete: [cit. 2013-06-07] http://hydro.geo.ua.edu/mt3d/ [4] Hulkó,G. et al. (1998). Modeling, control and design of distributed parameter systems with demonstrations in MATLAB. Publishing house of STU, Bratislava [5] Hulkó G. et al. (2003-2012) Distributed Parameter

C. P., Macambira E. M. and Jardim M. H. C. (2003). An O ( n ) algorithm for projecting a vector on the intersection of a hyperplane and a box in R n , Journal of Optimization Theory and Applications 117(3): 553-574. Omatu S. and Seinfeld J. H. (1989). Distributed Parameter Systems: Theory and Applications , Oxford University Press, New York, NY. Patan M. (2004). Optimal Observation Strategies for Parameter Estimation of Distributed Systems , Zielona Góra University Press. Accessible at http://www.zbc.zgora.pl. http://www.zbc.zgora.pl Patan M. and Patan K

and estimation of distributed parameter systems, IEEE Transactions on Automatic Control 55(7): 1570-1584. Demetriou, M.A. and Hussein, I.I. (2009). Estimation of spatially distributed processes using mobile spatially distributed sensor network, SIAM Journal on Control and Optimization 48(1): 266-291. Fedorov, V.V. and Hackl, P. (1997). Model-Oriented Design of Experiments, Lecture Notes in Statistics, Vol. 125, Springer-Verlag, New York, NY. Holder, D.S. (Ed.) (2004). Electrical Impedance Tomography: Methods, History and Applications, Taylor & Francis, Philadelphia

References Baliarsingh, P. and Dutta, S. (2015). On an explicit formula for inverse of triangular matrices, Journal of the Egyptian Mathematical Society 23 (1): 297–302. Berman, A. and Plemmons, R. (1994). Nonnegative Matrices in the Mathematical Sciences , SIAM, Philadelphia, PA. Boyadjiev, C. and Dimitrova, E. (2005). An iterative method for model parameter identification, Computers and Chemical Engineering 29 (1): 941–948. Cantó, B., Coll, C. and Sánchez, E. (2014). On stability and reachability of perturbed positive systems, Advances in Difference

. 3473-3481. 8. Zhang, L., J. Wang. Optimizing Parameters of Support Vector Machines Using Team-Search-Based Particle Swarm Optimization. – Engineering Computations, Vol. 32 , 2015, No 5, pp. 119-127. 9. Liu, Xiang dong, Luobin, Zhaoquan Chen. Support Vector Machine Optimal Model Selection Research. – Computer Research and Development, Vol. 42 , 2015, No 4, pp. 576-581. 10. Vapnik, V., E. Levin, Y. Le Cun. A Measuring the VC-Dimension of a Learning Machine. – Neural Computation, Vol. 6 , 1994, pp. 851-876. 11. Kuang, Fangjun, Weihong Xu, Shiyang Zhang. A

impact. Water, 7, 10, 5831–5848. Evangelista, S., Di Cristo, C., Leopardi, A., de Marinis, G., 2015a. Experiments of dike erosion due to a wave impact. In: Proc. 8th WSEAS Int. Conf. on Environmental and Geological Science and Engineering (EG '15). WSEAS Press, pp. 38–44. ISBN: 978-1-61804-314-6. Evangelista, S., Giovinco, G., Wanik, L., 2015b. Single vs multi parameter calibration for the numerical simulation of submerged flows in jet grouting applications. International Journal of Mechanics, 9, 252–259, ISSN: 1998-4448. Evangelista, S., Greco, M., Iervolino, M

References [1] I.C. Chou and E.O. Voit, Recent developments in parameter estimation and structure identification of biochemical and genomic systems, Mathematical Biosciences, 219, (2009), 57-83 [2] J.S. Hale, T.E. Boursalian, G.L. Turk, and P.J. Fink, Thymic output in aged mice, PNAS, 103 (22), (2006), 84478452 [3] R. Mehr, A. Globerson, and A. Perelson, Modeling Positive and Negative Selection and Differentiation Processes in the Thymus, J. Theor. Biol., 175, (1995), 103-126 [4] R. Mehr, A. Perelson, M. Fridkis-Hareli, and A. Globerson, Feedback regulation of T

rule set, Connection Science   19 (4): 321-337. Goldberg, D. E. (1989). Genetic Algorithms in Search, Optimization, and Machine Learning , Addison-Wesley Professional, Reading, MA. Grefenstette, J. J. (1986). Optimization of control parameters for genetic algorithms, IEEE Transactions on Systems, Man, and Cybernetics   SMC-16 (1): 122-128. Holland, J. (1976). Adaptation, in R. Rosen (Ed.), Progress in Theoretical Biology , Plenum Press, New York, NY, pp. 263-293. Holmes, J. H., Lanzi, P. L., Stolzmann, W. and Wilson, S. W. (2002). Learning classifier systems

, 2011,15 (7) 5. Jiang Zongyu, Zong Zhi, Jia Jingbei yinglang. Under the condition of the trimaran heave and pitch motion parameters of [J]. Chinese shipbuilding, 2010,51 (4) 6. Zheng Cong Gang, Wang Yaohui. Law, three side optimization design of [J]. ship body position, 2012,23 (4) 7. China Shipbuilding Industry Corporation. Ship design practical manual [M]. National Defence Industry Press, 1998.12 8. Deng Rui, Huang De-bo, Li Jia, Cheng Xuan-Kai, Lei Yu. Discussion of Grid Generation for Catamaran Resistance Calculation[J]. Journal of Marine Science and Application