Pages that link to "Item:Q2175094"
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The following pages link to Random model with fuzzy distribution parameters for hybrid uncertainty propagation in engineering systems (Q2175094):
Displaying 10 items.
- An ellipsoidal Newton's iteration method of nonlinear structural systems with uncertain-but-bounded parameters (Q2020814) (← links)
- Coupled fuzzy-interval model and method for structural response analysis with non-probabilistic hybrid uncertainties (Q2049263) (← links)
- Novel data-driven method for non-probabilistic uncertainty analysis of engineering structures based on ellipsoid model (Q2136724) (← links)
- A modified parallelepiped model for non-probabilistic uncertainty quantification and propagation analysis (Q2236150) (← links)
- Hybrid evidence-and-fuzzy uncertainty propagation under a dual-level analysis framework (Q2328944) (← links)
- Introductory remarks: Mathematical models of uncertainty (Q4651743) (← links)
- A Symplectic Conservative Perturbation Series Expansion Method for Linear Hamiltonian Systems with Perturbations and Its Applications (Q5157102) (← links)
- Analytical uncertainty quantification approach based on adaptive generalized <scp>co‐Gaussian</scp> process model (Q6092235) (← links)
- Dimensional decomposition-aided metamodels for uncertainty quantification and optimization in engineering: a review (Q6566081) (← links)
- An interval uncertainty modeling method based on information granulation and improved multidimensional parallelepiped (Q6643591) (← links)
