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We adapt Glimm's approximation method to the framework of convex integrationto show density of wild data for the (complete) Euler system of gas dynamics.The desired infinite family of entropy admissible solutions emanating from thesame initial data is obtained via convex integration of suitable Riemannproblems pasted with local smooth solutions. In addition, the wild data belongto BV class.

Glimm's method and density of wild data for the Euler system of gas dynamics