For p less than 2n/(n+1) and the heat equation, the origin is regular or irregular for soda can domains depending on the exponents l and theta.
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Barriers, Barenblatt solutions and regularity of soda can domains for the heat equation and nonlinear $p$-parabolic equations
For p less than 2n/(n+1) and the heat equation, the origin is regular or irregular for soda can domains depending on the exponents l and theta.