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Regularity of Structurally Stable Cusp Singularities for Two Families of Quasilinear Wave-type Equations
In this paper, we study two families of quasilinear equations: Hunter-Saxton type and Camassa-Hom type equations, with a paramerter $λ\in(0,1)$ whose solutions form cusp singularities. When $λ=1$, the first system becomes the scalar conservation law. The main result of this paper is to give regulari
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