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In [33], the authors pointed out that ((1+1/n)^{2}H(n)) is a strictly decreasing and convex sequence by use of computer experiments.
A noteworthy example of this situation is the use of computer experiments, in which scientists simulate the phenomenon being studied by a computer code.
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High fidelity coupled process-performance simulations are used in design of computer experiments for developing analytical surrogate models of process and performance responses as functions of product geometry and process parameters.
A greater understanding of these phenomena is obtained by doing a process window study, using design and analysis of computer experiments (DACE).
Combined roughness- and plasticity-induced crack closure for long cracks is studied using a Design and Analysis of Computer Experiments approach.
This relationship has been studied for the case when deterministic simulations are used in GPM, with application to design of computer experiments and metamodeling optimization.
This bound was found by a lot of computer experiments.
This is undesirable in the modeling of computer experiments.
We propose symmetric Latin hypercubes for designs of computer experiment.
Latin hypercube designs (LHDs) are widely used in computer experiments because of their one-dimensional uniformity and other properties.
Wolfram's first key idea was to use computer experiments to study the behavior of simple computer programs known as cellular automata.
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