The authors claim order-epsilon operator-norm resolvent estimates and matching eigenvalue bounds for a model composite with highly anisotropic cylindrical fibres, but the proofs are deferred to a later paper.
Propagation and localization of elastic waves in highly anisotropic periodic composites via two-scale homogenization
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Quantitative homogenisation for differential equations with highly anisotropic partially degenerating coefficients
The authors claim order-epsilon operator-norm resolvent estimates and matching eigenvalue bounds for a model composite with highly anisotropic cylindrical fibres, but the proofs are deferred to a later paper.