The complexity of many problems in computational mechanics calls for reliable programming codes and accurate simulation systems. Typically, simulation responses strongly depend on material and model parameters, where one distinguishes between backward and forward models. Providing reliable information for the material/model parameters enables us to calibrate the forward model (e.g., a system of PDEs). Markov chain Monte Carlo methods are efficient computational techniques to estimate the posterior density of the parameters. In the present study, we employ Bayesian inversion for several mechanical problems and study its applicability to enhance the model's accuracy. Seven different boundary value problems in coupled multi-field (and multi-ph...
Bayesian tools for inverse modeling are based on asymptotic approximations and Stochastic Simulation...
summary:The Bayesian inversion is a natural approach to the solution of inverse problems based on un...
The Bayesian approach to inverse problems, in which the posterior probability distribution on an unk...
The complexity of many problems in computational mechanics calls for reliable programming codes and ...
The complexity of many problems in computational mechanics calls for reliable programming codes and ...
Predictions for physical systems often rely upon knowledge acquired from ensembles of entities, e.g....
The Bayesian inversion is a natural approach to the solution of inverse problems based on uncertain ...
With this document, a brief (so incomplete) review of the use of Monte Carlo methods in the solution...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
The paper deals with formulation and numerical solution of problems of identification of material pa...
Over the last a few decades, a spectrum of methods for the solution of inverse problems has been exa...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
Uncertainty quantification is becoming an increasingly important area of investigation in the field ...
The local size of computational grids used in partial differential equation (PDE)-based probabilisti...
Bayesian tools for inverse modeling are based on asymptotic approximations and Stochastic Simulation...
summary:The Bayesian inversion is a natural approach to the solution of inverse problems based on un...
The Bayesian approach to inverse problems, in which the posterior probability distribution on an unk...
The complexity of many problems in computational mechanics calls for reliable programming codes and ...
The complexity of many problems in computational mechanics calls for reliable programming codes and ...
Predictions for physical systems often rely upon knowledge acquired from ensembles of entities, e.g....
The Bayesian inversion is a natural approach to the solution of inverse problems based on uncertain ...
With this document, a brief (so incomplete) review of the use of Monte Carlo methods in the solution...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
The paper deals with formulation and numerical solution of problems of identification of material pa...
Over the last a few decades, a spectrum of methods for the solution of inverse problems has been exa...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
summary:The paper deals with formulation and numerical solution of problems of identification of mat...
Uncertainty quantification is becoming an increasingly important area of investigation in the field ...
The local size of computational grids used in partial differential equation (PDE)-based probabilisti...
Bayesian tools for inverse modeling are based on asymptotic approximations and Stochastic Simulation...
summary:The Bayesian inversion is a natural approach to the solution of inverse problems based on un...
The Bayesian approach to inverse problems, in which the posterior probability distribution on an unk...