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- W2245494037 abstract "The I-adic non-commutative filtrations have crucial applications in the study of Lie A algebras and the integral group rings. The !-completion R of a commutative ring R is considered a useful tool in algebraic geometry. Here in this paper we study and prove certain algebraic properties of the filtered (Rees-graded) formal micro-sheaves over Y = specg(G(R)) or p(Y) = proj(G(R)). We observed that the microlocalizations of I-adic completions appear as solutions for the formal sheaves over Y or p(Y). We prove that the formal sheaves over Y or p(Y) are strongly filtered flat sheaves." @default.
- W2245494037 created "2016-06-24" @default.
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- W2245494037 date "2007-01-01" @default.
- W2245494037 modified "2023-09-24" @default.
- W2245494037 title "Algebraic Approach to Formal Microstructure Sheaves and Formal Quantum Sheaves Over Projective Schemes" @default.
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