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- W4211070837 endingPage "13" @default.
- W4211070837 startingPage "1" @default.
- W4211070837 abstract "Models expressed as parametrized partial differential equations are ubiquitous throughout engineering and the applied sciences as models for unsteady and steady heat and mass transfer, acoustics, solid and fluid mechanics, electromagnetics or problems of finance. In such models a number of input-parameters are used to characterize a particular problem and possible variations in its geometric configuration, physical properties, boundary conditions or source terms. The parametrized model implicitly connects these input parameters to outputs of interest of the model, e.g., a maximum system temperature, an added mass coefficient, a crack stress intensity factor, an effective constitutive property, a waveguide transmission loss, a channel flowrate or a pressure drop, etc." @default.
- W4211070837 created "2022-02-13" @default.
- W4211070837 creator A5036554395 @default.
- W4211070837 creator A5037681511 @default.
- W4211070837 creator A5061558433 @default.
- W4211070837 date "2015-08-21" @default.
- W4211070837 modified "2023-09-30" @default.
- W4211070837 title "Introduction" @default.
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