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Stability under lamination and polycrystalline effective conductivity
Published 18 Dec 2025 in math.AP | (2512.16787v1)
Abstract: We prove the stability under lamination of a set of real, symmetric 3$\times$3 matrices that can be viewed as a subset of the effective conductivities of a polycrystal. Constructed in a companion paper, such set in combination with several previous constructions provides the best inner bound known so far on the $G$-closure of a three dimensional polycrystal.
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