Audze-Eglais designs are obtained by minimizing the following objective:
• | Audze, P. and V. Eglais (1977). New approach for planning out of experiments, Problems of Dynamics and Strengths, 35, 104-107. | ||
• | Bates, S.J., J. Sienz, and V.V. Toropov (2004). Formulation of the optimal Latin hypercube design of experiments using a permutation genetic algorithm, AIAA 2004-2011, 1-7. | View article | |
• | Bulik, M., M. Liefvendahl, R. Stocki, and C. Wauquiez (2004). Stochastic simulation for crashworthiness, Advances in Engineering Software, 35 (12), 791-803. | View article | |
• | Hino, R., F. Yoshida, and V.V. Toropov (2006). Optimum blank design for sheet metal forming based on the interaction of high-and low-fidelity FE models, Archive of Applied Mechanics, 75 (10), 679-691. | View article | View site of author |
• | Liefvendahl, M. and R. Stocki (2006). A study on algorithms for optimization of Latin hypercubes, Journal of Statistical Planning and Inference, 136 (9), 3231-3247. | View article | |
• | Rikards, R., A. Chate, and G. Gailis (2001). Identification of elastic properties of laminates based on experiment design, International Journal of Solids and Structures, 38 (30-31), 5097-5115. | View article | View site of author |
• | Stocki, R. (2005). A method to improve design reliability using optimal Latin hypercube sampling, Computer Assisted Mechanics and Engineering Sciences, 12 (4), 393-412. | View article | View site of author |