Erweiterte Suche der Leibniz Universität Hannover

Parallel adaptive Bayesian quadrature for rare event estimation verfasst von Chao Dang, Pengfei Wei, Matthias G.R. Faes, Marcos A. Valdebenito, Michael Beer Abstract Various numerical methods have been extensively studied and used for reliability analysis over the past several decades.

Bayesian updating with two step parallel Bayesian optimization and quadrature verfasst von Masaru Kitahara, Chao Dang, Michael Beer Abstract This work proposes a Bayesian updating approach, called parallel Bayesian optimization and quadrature PBOQ .

Refined parallel adaptive Bayesian quadrature for estimating small failure probabilities authored by Lei Wang, Zhuo Hu, Chao Dang, Michael Beer Abstract Bayesian active learning methods have emerged for structural reliability analysis, showcasing more attractive features compared to existing active learning methods. The parallel adaptive Bayesian quadrature PABQ method, as a representative of them, allows to efficiently asses...

Refined parallel adaptive Bayesian quadrature for estimating small failure probabilities verfasst von Lei Wang, Zhuo Hu, Chao Dang, Michael Beer Abstract Bayesian active learning methods have emerged for structural reliability analysis, showcasing more attractive features compared to existing active learning methods. The parallel adaptive Bayesian quadrature PABQ method, as a representative of them, allows to efficiently asse...

Refined parallel adaptive Bayesian quadrature for estimating small failure probabilities verfasst von Lei Wang, Zhuo Hu, Chao Dang, Michael Beer Abstract Bayesian active learning methods have emerged for structural reliability analysis, showcasing more attractive features compared to existing active learning methods. The parallel adaptive Bayesian quadrature PABQ method, as a representative of them, allows to efficiently asse...

Bayesian updating with two step parallel Bayesian optimization and quadrature authored by Masaru Kitahara, Chao Dang, Michael Beer Abstract This work proposes a Bayesian updating approach, called parallel Bayesian optimization and quadrature PBOQ .

Refined parallel adaptive Bayesian quadrature for estimating small failure probabilities authored by Lei Wang, Zhuo Hu, Chao Dang, Michael Beer Abstract Bayesian active learning methods have emerged for structural reliability analysis, showcasing more attractive features compared to existing active learning methods. The parallel adaptive Bayesian quadrature PABQ method, as a representative of them, allows to efficiently asses...

Semi Bayesian active learning quadrature for estimating extremely low failure probabilities authored by Chao Dang, Michael Beer Abstract The Bayesian failure probability inference BFPI framework provides a sound basis for developing new Bayesian active learning reliability analysis methods.

Semi Bayesian active learning quadrature for estimating extremely low failure probabilities verfasst von Chao Dang, Michael Beer Abstract The Bayesian failure probability inference BFPI framework provides a sound basis for developing new Bayesian active learning reliability analysis methods.

Semi Bayesian active learning quadrature for estimating extremely low failure probabilities authored by Chao Dang, Michael Beer Abstract The Bayesian failure probability inference BFPI framework provides a sound basis for developing new Bayesian active learning reliability analysis methods.

Semi Bayesian active learning quadrature for estimating extremely low failure probabilities verfasst von Chao Dang, Michael Beer Abstract The Bayesian failure probability inference BFPI framework provides a sound basis for developing new Bayesian active learning reliability analysis methods.

One point quadrature of higher order finite and virtual elements in nonlinear analysis authored by Tobias Bode Abstract In the present article, a stability and consistency preserving integration scheme for polynomial Galerkin approaches of arbitrary order is presented.

One point quadrature of higher order finite and virtual elements in nonlinear analysis authored by Tobias Bode Abstract In the present article, a stability and consistency preserving integration scheme for polynomial Galerkin approaches of arbitrary order is presented.

One point quadrature of higher order finite and virtual elements in nonlinear analysis verfasst von Tobias Bode Abstract In the present article, a stability and consistency preserving integration scheme for polynomial Galerkin approaches of arbitrary order is presented.

Optimal time domain combination of the two calibrated output quadratures of GEO 600 verfasst von M Hewitson, H Grote, S Hild, H Luck, P Ajith, JR Smith, KA Strain, B Willke, G Woan Organisationseinheit en Institut für Gravitationsphysik Typ Artikel Journal Classical and quantum gravity Band 22 Seiten 4253 4261 ISSN 0264 9381 Publikationsdatum 21.10.2005 Publikationsstatus Veröffentlicht Peer reviewed Ja Elektronische Version en https:...