Pages that link to "Item:Q1943803"
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The following pages link to Improving on computation of homogenized coefficients in the periodic and quasi-periodic settings (Q1943803):
Displaying 19 items.
- Macroscopically consistent non-local modeling of heterogeneous media (Q1667322) (← links)
- Efficient methods for the estimation of homogenized coefficients (Q1740577) (← links)
- A possible homogenization approach for the numerical simulation of periodic microstructures with defects (Q1932784) (← links)
- Exponential decay of the resonance error in numerical homogenization via parabolic and elliptic cell problems (Q2317493) (← links)
- The choice of representative volumes in the approximation of effective properties of random materials (Q2322729) (← links)
- A time dependent approach for removing the cell boundary error in elliptic homogenization problems (Q2375126) (← links)
- A fuzzy-stochastic multiscale model for fiber composites, a one-dimensional study (Q2417567) (← links)
- Improved resolvent approximations in homogenization of second-order operators with periodic coefficients (Q2699735) (← links)
- REDUCTION OF THE RESONANCE ERROR — PART 1: APPROXIMATION OF HOMOGENIZED COEFFICIENTS (Q3098843) (← links)
- Numerical homogenization: survey, new results, and perspectives (Q3451610) (← links)
- Computing homogenized coefficients<i>via</i>multiscale representation and hierarchical hybrid grids (Q4958833) (← links)
- Some Remarks on a Coupling Method for the Practical Computation of Homogenized Coefficients (Q4986837) (← links)
- A parabolic local problem with exponential decay of the resonance error for numerical homogenization (Q5024404) (← links)
- An Embedded Corrector Problem for Homogenization. Part I: Theory (Q5117158) (← links)
- Reduction in the resonance error in numerical homogenization. II: Correctors and extrapolation (Q5963084) (← links)
- An Elliptic Local Problem with Exponential Decay of the Resonance Error for Numerical Homogenization (Q6109134) (← links)
- On the nature of the boundary resonance error in numerical homogenization and its reduction (Q6583628) (← links)
- Bias in the representative volume element method: periodize the ensemble instead of its realizations (Q6592118) (← links)
- Embed in ensemble to rigorously and accurately homogenize quasi-periodic multi-scale heterogeneous material (Q6656022) (← links)
