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Morphism

Lai E, Riley J, Purvis I, Roses A. A4-Mb high-density single nucleotide poly-morphism-based map around human APOE. Genomics 1998 54 31-38. [Pg.55]

Tab. 9.3 Summary of genetic poly morphisms in drug efflux transporters ... Tab. 9.3 Summary of genetic poly morphisms in drug efflux transporters ...
Infrared spectroscopy has been widely used for the qualitative and quantitative characterization of polymorphic and pseudopolymorphic compounds of pharmaceutical interest. Since solid state IR can be used to probe the nature of (pseudo)polymorphism on the molecular level, this method is particularly useful in instances where full crystallographic characterization of (pseudo)poly-morphism was not found to be possible. Recently, a significant number of publications have appeared that discuss where a multidisciplinary, spectroscopic... [Pg.72]

Definition 1.1.1. [Grothendieck (1)] Let HUb(X/T) be the contravariant functor from the category SchlnT of locally noetherian T-schemes to the category Ens of sets, which for locally noetherian T-schemes U,V and a morphism V — U is given by... [Pg.1]

Theorem 1.1.7 [Mumford-Fogarty (1) 5.4]. There is a canonical morphism (the Hilbert Chow morphism)... [Pg.4]

This morphism is birational, as its restriction gives an isomorphism from (Hilb to a dense open subset of ZiiX ). So pi,3 Hilb (X) — (A) is... [Pg.62]

Now a variety of Ith order data should be a natural smooth compactification of Dlm(X)o- This is for instance the case for D X), as this is given in a canonical way as a subscheme of a product of Hilbert schemes, it is smooth, compact and contains D2m(X)Q as a dense open subvariety. There is a morphism... [Pg.98]


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See also in sourсe #XX -- [ Pg.77 ]

See also in sourсe #XX -- [ Pg.83 ]

See also in sourсe #XX -- [ Pg.83 ]




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Axial morphism

Cartesian Finite Morphisms

Etale morphisms

Etale morphisms of formal schemes

Evaluation morphism

Flat and smooth morphisms

General Complexes of Morphisms

Hilbert-Chow morphism

Morphism between spectral sequences

Morphismes de descente

Morphismes quasi-finis. Main theorem de Zariski

Morphisms

Morphisms of Finite Flat Dimension

Residual morphism

Structural Theory of Morphism Complexes

The Morphism of Cancer Cells

The fibres of a morphism

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