Showing results 1 to 9 of 9
A DYNAMIC BI-ORTHOGONAL FIELD EQUATION APPROACH TO EFFICIENT BAYESIAN INVERSION Tagade, Piyush M.; Choi, Han-Lim, INTERNATIONAL JOURNAL OF APPLIED MATHEMATICS AND COMPUTER SCIENCE, v.27, no.2, pp.229 - 243, 2017-06 |
A Gaussian process emulator approach for rapid contaminant characterization with an integrated multizone-CFD model Tagade, Piyush M.; Jeong, Byeong-Min; Choi, Han-Lim, BUILDING AND ENVIRONMENT, v.70, pp.232 - 244, 2013-12 |
A Generalized Polynomial Chaos-Based Method for Efficient Bayesian Calibration of Uncertain Computational Models Tagade, Piyush M.; Choi, Han-Lim, INVERSE PROBLEMS IN SCIENCE AND ENGINEERING, v.22, no.4, pp.602 - 624, 2014-05 |
A polynomial chaos based Bayesian inference method with uncertain hyper-parameters Tagade, Piyush M.; Choi, Han-Lim, ASME Computers and Information in Engineering Conference, ASME, 2011-08 |
An efficient Bayesian calibration approach using dynamically biorthogonal field equations Tagade, Piyush M.; Choi, Han-Lim, ASME Computers and Information in Engineering Conference, ASME, 2012-08 |
An emulator-based rapid source localization approach in informative sensor planning Choi, Han-Lim; Tagade, Piyush M., American Control Conference, American Automatic Control Council, 2012-07 |
Calibration of computer simulator with non-Gaussian prior using dynamically bi-orthogonal field equations Tagade, Piyush M.; Choi, Han-Lim, AIAA Non-Determnistic Approaches Conference, AIAA, 2013-04 |
Deep Gaussian Process-Based Bayesian Inference for Contaminant Source Localization Park, Young-Jin; Tagade, Piyush M.; Choi, Han-Lim, IEEE ACCESS, v.6, pp.49432 - 49449, 2018-10 |
Dynamically bi-orthogonal field equations for solution of two-dimensional hyperbolic partial differential equations Tagade, Piyush M.; Choi, Han-Lim, AIAA Non-Determnistic Approaches Conference, AIAA, 2013-04 |
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