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Creators/Authors contains: "Sandier, Étienne"

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  1. ; (, Communications on Pure and Applied Mathematics)
    Abstract We construct an entire solution to the elliptic systemwhere is a ‘triple‐well’ potential. This solution is a local minimizer of the associated energyin the sense that minimizes the energy on any compact set among competitors agreeing with outside that set. Furthermore, we show that along subsequences, the ‘blowdowns’ of given by approach a minimal triple junction as . Previous results had assumed various levels of symmetry for the potential and had not established local minimality, but here we make no such symmetry assumptions. 
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