Optimal design and experimentation of full tailings and cementitious materials: a case study of a lead-zinc mine in China. [PDF]
Guo J, Yu Y, Wang J.
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ABSTRACT Objective To determine the concentration of glial fibrillary acidic protein (GFAP) in cerebrospinal fluid (CSF) and plasma in Alexander disease (AxD) and whether GFAP levels are predictive of disease phenotypes. Methods CSF and plasma were collected (longitudinally when available) from AxD participants and non‐AxD controls.
Amy T. Waldman +9 more
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A Heart Rate Matched Patch for Mechano-Chemical Treatment of Myocardial Infarction: Optimal Design and Transspecies Application. [PDF]
Jia Y +12 more
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Optimal design of fractional-order proportional integral derivative controllers for structural vibration suppression. [PDF]
Khodadoost S +3 more
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Optimal Design and Analysis of Wide-Band Near-Infrared Hybrid Dielectric Gratings with High Transmission Efficiency. [PDF]
Wang Y, Chen Y, Qin L, Wang L.
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Optimal design of agro-residue filled poly(lactic acid) biocomposites using an integrated CRITIC-CoCoSo multi-criteria decision-making approach. [PDF]
Lendvai L, Jakab SK, Singh T.
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An optimal design for an automatic voltage regulation system using a multivariable PID controller based on hybrid simulated annealing - white shark optimization. [PDF]
Ali AK.
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Functionally Graded Materials and Structures: Unified Approach by Optimal Design, Metal Additive Manufacturing, and Image-Based Characterization. [PDF]
Silva RF +10 more
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Optimal Supersaturated Designs
Journal of the American Statistical Association, 2014We consider screening experiments where an investigator wishes to study many factors using fewer observations. Our focus is on experiments with two-level factors and a main effects model with intercept. Since the number of parameters is larger than the number of observations, traditional methods of inference and design are unavailable.
Jones, Bradley, Majumdar, Dibyen
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This paper considers the problem faced by a seller who has a single object to sell to one of several possible buyers, when the seller has imperfect information about how much the buyers might be willing to pay for the object. The seller's problem is to design an auction game which has a Nash equilibrium giving him the highest possible expected utility.
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