Is the connected sum of a trianguable manifold with a non-trianguable manifold a non-trianguable manifold? – mathoverflow.net

Is the connected sum of a trianguable manifold with a non-trianguable manifold a non-trianguable manifold? – mathoverflow.net

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Let $M,N$ be topological manifolds such that $M$ does not admit a $PL$ structure and $N$ does. Is $M\#N$ still a trianguable manifold?

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