Monotonicity of a parabolic frequency function yields backward uniqueness for q(p-1) >= 1 and Liouville-type results for ancient solutions of doubly nonlinear equations on manifolds.
Almgren Jr.,Dirichlet’s problem for multiple valued functions and the regularity of mass minimizing integral currents, Minimal submanifolds and geodesics (Proc
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Parabolic Frequency for Doubly Nonlinear Equations on Manifolds
Monotonicity of a parabolic frequency function yields backward uniqueness for q(p-1) >= 1 and Liouville-type results for ancient solutions of doubly nonlinear equations on manifolds.