Results 281 to 290 of about 16,578,662 (358)
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Technometrics, 1974
Four types of composite designs are optimized using the |X′X| criterion. These designs are: 1. A “symmetric” composite design (a composite design with “star point” distance equal to ±α) 2. A “symmetric” smallest composite design (a saturated composite design) 3.
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Four types of composite designs are optimized using the |X′X| criterion. These designs are: 1. A “symmetric” composite design (a composite design with “star point” distance equal to ±α) 2. A “symmetric” smallest composite design (a saturated composite design) 3.
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Optimum Design of Tuned Mass Dampers Using Colliding Bodies Optimization in Frequency Domain
Iranian Journal of Science and Technology: Transactions of Civil Engineering, 2020Maziar Fahimi Farzam, A. Kaveh
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1992
Abstract In previous chapters we have presented ideas, mostly informal, about good experimental design, leading up to a discussion in Chapters 5 and 6 of some optimum designs for linear and quadratic regression in one factor. In this chapter we begin the second part of the book with a more formal discussion of the General Equivalence ...
A C Atkinson, A N Doney
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Abstract In previous chapters we have presented ideas, mostly informal, about good experimental design, leading up to a discussion in Chapters 5 and 6 of some optimum designs for linear and quadratic regression in one factor. In this chapter we begin the second part of the book with a more formal discussion of the General Equivalence ...
A C Atkinson, A N Doney
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2001
Preface. Part I: Theory. Some History Leading to Design Criteria for Bayesian Prediction A.C. Atkinson, V.V. Fedorov. Optimal Designs for the Evaluation of an Extremum Point R.C.H. Cheng, et al. On Regression Experiment Design in the Presence of Systematic Error S.M. Ermakov. Groebner Basis Methods in Mixture Experiments and Generalisations B.
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Preface. Part I: Theory. Some History Leading to Design Criteria for Bayesian Prediction A.C. Atkinson, V.V. Fedorov. Optimal Designs for the Evaluation of an Extremum Point R.C.H. Cheng, et al. On Regression Experiment Design in the Presence of Systematic Error S.M. Ermakov. Groebner Basis Methods in Mixture Experiments and Generalisations B.
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2007
Abstract In previous chapters we have presented ideas, mostly informal, about good experimental design, leading up to a discussion in Chapters 5 and 6 of some optimum designs for linear and quadratic regression in one factor. In this chapter we begin the second part of the book with a more formal discussion of the General Equivalence ...
A C Atkinson, A N Donev, R D Tobias
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Abstract In previous chapters we have presented ideas, mostly informal, about good experimental design, leading up to a discussion in Chapters 5 and 6 of some optimum designs for linear and quadratic regression in one factor. In this chapter we begin the second part of the book with a more formal discussion of the General Equivalence ...
A C Atkinson, A N Donev, R D Tobias
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2013
The design criteria considered in Chap. 5 for nonlinear models are local, in the sense that they depend on the choice of a prior nominal value θ 0 for the model parameters θ.
Luc Pronzato, Andrej Pázman
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The design criteria considered in Chap. 5 for nonlinear models are local, in the sense that they depend on the choice of a prior nominal value θ 0 for the model parameters θ.
Luc Pronzato, Andrej Pázman
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2007
Abstract The design of the experiments considered so far has depended in an informal way on prior information. In the discussions in Chapters 2 and 3 the purpose of the experiment, the range of the variables and possible models, among other aspects, all reflect the prior knowledge and experience of the experimenters.
A C Atkinson, A N Donev, R D Tobias
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Abstract The design of the experiments considered so far has depended in an informal way on prior information. In the discussions in Chapters 2 and 3 the purpose of the experiment, the range of the variables and possible models, among other aspects, all reflect the prior knowledge and experience of the experimenters.
A C Atkinson, A N Donev, R D Tobias
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Optimum design of reinforced concrete retaining walls with the flower pollination algorithm
Structural And Multidisciplinary Optimization, 2019P. Mergos, Fotios Mantoglou
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OPtimum design for potential flows
International Journal for Numerical Methods in Fluids, 1983AbstractDescribed in this paper is a methodology for solving a particular class of optimum design problems in Fluid Mechanics, namely optimum design problems for aerofoils when the corresponding fluid flow is potential. The methods described in this paper operate directly in the physical space, and take advantage of the variational formulation of the ...
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IEEE transactions on industrial electronics (1982. Print), 2018
Huai-Cong Liu, Ju Lee
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Huai-Cong Liu, Ju Lee
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