Let $(R,m)$ be a local Noetherian excellent domain and $\hat R$ be the $m$-adic completion of $R.$ Let $0\neq c\in R$ and $R_c$ is regular.
How to show that ${\hat R}_c$ is also regular?
Let $(R,m)$ be a local Noetherian excellent domain and $\hat R$ be the $m$-adic completion of $R.$ Let $0\neq c\in R$ and $R_c$ is regular.
How to show that ${\hat R}_c$ is also regular?
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