This chapter surveys two methods for the optimization of real-world systems that are modelled through simulation. These methods use either linear regression metamodels, or Kriging (Gaussian processes). The metamodel type guides the design of the experiment; this design …fixes the input combinations of the simulation model. These regression models uses a sequence of local fi…rst-order and second-order polynomials— known as response surface methodology (RSM). Kriging models are global, but are re-estimated through sequential designs. "Robust" optimization may use RSM or Kriging, and accounts for uncertainty in simulation inputs
This paper describes an experiment exploring the potential of kriging metamodeling for multi-objecti...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
During metamodel-based optimization three types of implicit errors are typically made.The first erro...
This article reviews the design and analysis of simulation experiments. It focusses on analysis via ...
This tutorial reviews the design and analysis of simulation experiments. These experiments may have ...
Abstract: This article surveys optimization of simulated systems. The simulation may be either deter...
This article surveys optimization of simulated systems. The simulation may be either deterministic o...
This survey considers the optimization of simulated systems. The simulation may be either determinis...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
Kriging (or Gaussian Process) metamodels may be analyzed through bootstrapping, which is a versatile...
Many scientific disciplines use mathematical models to describe complicated real systems. Often, ana...
Optimization of simulated systems is the goal of many techniques, but most of them assume known envi...
This article reviews Kriging (also called spatial correlation modeling). It presents the basic Krigi...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
Metamodels based on responses from designed (numerical) experiments may form efficient approximation...
This paper describes an experiment exploring the potential of kriging metamodeling for multi-objecti...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
During metamodel-based optimization three types of implicit errors are typically made.The first erro...
This article reviews the design and analysis of simulation experiments. It focusses on analysis via ...
This tutorial reviews the design and analysis of simulation experiments. These experiments may have ...
Abstract: This article surveys optimization of simulated systems. The simulation may be either deter...
This article surveys optimization of simulated systems. The simulation may be either deterministic o...
This survey considers the optimization of simulated systems. The simulation may be either determinis...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
Kriging (or Gaussian Process) metamodels may be analyzed through bootstrapping, which is a versatile...
Many scientific disciplines use mathematical models to describe complicated real systems. Often, ana...
Optimization of simulated systems is the goal of many techniques, but most of them assume known envi...
This article reviews Kriging (also called spatial correlation modeling). It presents the basic Krigi...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
Metamodels based on responses from designed (numerical) experiments may form efficient approximation...
This paper describes an experiment exploring the potential of kriging metamodeling for multi-objecti...
Optimization of simulated systems is the goal of many methods, but most methods assume known environ...
During metamodel-based optimization three types of implicit errors are typically made.The first erro...