Titlebook: Inclusion Phenomena and Molecular Recognition; Jerry L. Atwood Book 1990 Plenum Press, New York 1990 Steric effect.chromium.gold.lanthanum

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A Novel Application of the Host-Guest Paradigm: Design of Organic Optoelectronic Materials,y. Based on the concept that ferroelectricity in FLCs is a manifestation of a novel form of molecular recognition occuring in the FLC phase, we have developed a simple stereochemical model for . allowing prediction of the sign (handedness) and magnitude of the polarization for certain compounds. The

AMBI

Catalytic Functions of Paracyclophanes Based on Molecular Recognition,etween the macrocyclic skeleton and the alkyl branches. An artificial holoenzyme system, composed of a hydrophobic vitamin B. and the octopus cyclophane, could simulate catalytic functions of methylmalonyl-CoA mutase and glutamate mutase in the presence of vanadium trichloride under aerobic irradiat

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Biomimetic Ion Transport: Pores and Channels in Vesicle Membranes, functionalized arms projecting towards the two faces of a bilayer membrane. In response to a pH gradient, the channel mediates the collapse of the gradient by mediating the cation-proton antiport. Structural effects, and the effects of carrier additives are consistent with the channel providing a m

Lipoma

Thomas W. Bell,Albert Firestone,Jia Liu,Richard Ludwig,Scott D. Rothenbergerents of . represent isomorphic polarized abelian varieties with endomorphism structure. It turns out that, given (., .), there is a group .(., .) acting properly and discontinuously on ., such that the quotient .(., .) = .(., .) is a moduli space (in the sense of Chapter 8) for the polarized abelian

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David M. Walbat,Noel A. Clark,Homaune A. Razavif,Devendrá S. Parmarlements of . represent isomorphic polarized abelian varieties with endomorphism structure. It turns out that, given (., .), there is a group .(., .) acting properly and discontinuously on ., such that the quotient .(., .) = ./.(., .) is a moduli space (in the sense of Chapter 8) for the polarized ab

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Yukito Murakamitive ideal of an abelian variety. In its detailed discussion of the cohomology of invertible sheaves, the book incorporates material previously found only in research articles. Also, several examples where abelian varieties arise in various branches of geometry are given as a conclusion of the book.