Pages that link to "Item:Q2637969"

The following pages link to Multi-element stochastic reduced basis methods (Q2637969):

Displaying 17 items.

• A novel efficient method for real-time computation of parameterized dynamic equations with large-scale dimension (Q555678) (← links)
• The stochastic finite element method: past, present and future (Q658211) (← links)
• A reduced basis approach for variational problems with stochastic parameters: application to heat conduction with variable Robin coefficient (Q660371) (← links)
• Adaptive reduced basis strategy based on goal oriented error assessment for stochastic problems (Q695880) (← links)
• A comparison of approaches for the construction of reduced basis for stochastic Galerkin matrix equations. (Q778547) (← links)
• Basis adaptation and domain decomposition for steady-state partial differential equations with random coefficients (Q1684992) (← links)
• A reduced basis approach for some weakly stochastic multiscale problems (Q1928185) (← links)
• Multi-element flow-driven spectral chaos (ME-FSC) method for uncertainty quantification of dynamical systems (Q2162015) (← links)
• Acceleration of the spectral stochastic FEM using POD and element based discrete empirical approximation for a micromechanical model of heterogeneous materials with random geometry (Q2175253) (← links)
• Pitfalls in the frequency response represented onto polynomial chaos for random SDOF mechanical systems (Q2294874) (← links)
• Two reduction methods for stochastic FEM based homogenization using global basis functions (Q2310859) (← links)
• On the capabilities of the polynomial chaos expansion method within SFE analysis -- an overview (Q2443839) (← links)
• A concurrent model reduction approach on spatial and random domains for the solution of stochastic PDEs (Q3440521) (← links)
• Adaptive reduced basis strategy for rare-event simulations (Q6549968) (← links)
• Fuzzy-stochastic FEM-based homogenization framework for materials with polymorphic uncertainties in the microstructure (Q6555212) (← links)
• The vertex solution theorem and its coupled framework for static analysis of structures with interval parameters (Q6557552) (← links)
• Towards error bounds of the failure probability of elastic structures using reduced basis models (Q6557575) (← links)