arXiv subjects
Publications and source records attributed to BinYong Hsie.
The author constructs a theory of dagger formal schemes over $R$ and then defines the de Rham cohomology for flat dagger formal schemes $X$ with integral and regular reductions $\bar{X}$ which generalizes the Monsky-Washnitzer cohomology. Finally the author gets Lefschetz' fixed pointed formula for $X$ with certain conditions.
This paper shows that for a given irreducible representation $ρ$ of $Γ/Γ_1$, the two functions dim($M_k(Γ_1,ρ)$) and dim($S_k(Γ_1,ρ)$) of $k$ are almost linear functions.
In this paper, the author gives two methods to construct complete Lie algebras. Both methods show that the derivation algebras of some Lie algebras are complete.
This paper gives a method to construct rigid spaces, which is similar to the method used to construct toric schemes.
This paper gives a $p$-adic analogue of the Mackey theory, which relates representations of a group of type $G=H\times_{t} A $ to systems of imprimitivity.
We introduce a concept, $d$-complete, and show that a Lie algebra is $d$-complete if and only if its full graph is complete.