By Aleksej Ivanovič Kostrikin, Mathematiker
This monograph comprises self-contained surveys of key points of algebra, whole with definitions and straightforward homes and references to proofs within the literature. The booklet may be of significant curiosity to graduate scholars and researchers in arithmetic, computing device technological know-how and theoretical physics
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Extra info for Algebra. Vol. 9, Finite groups of Lie type, finite-dimensional division algebras
72 4 Oligoynes as Dendrimers Cores 5 Carbon Nanotube Cores . . . . . . . . . . . . . 89 6 References . . . . . . . . . . . . . . . . . 91 . . . . . . . . . . 87 1 Introduction A dendrimer’s core can be considered as the “origin” of the dendritic structure, representing the center of attachment of a number of molecular branches. Practically all dendrimers known have cores with a few functional anchors as focal Topics in Current Chemistry, Vol. 217 © Springer-Verlag Berlin Heidelberg 2001 52 A.
Incorporation of fullerenes into wellordered structures can be easily achieved. Cavities and clefts within the dendritic structure can be utilized for the insertion of functional groups or to form host-guest-complexes with other molecules. At present, interest is growing in fullerene-functionalized dendrimers, or fullerenodendrimers . Such Fig. 1. a The Ih-symmetrical C60 fullerene sphere. b A rod-like oligoyne chain. c A tubular single-walled (10,10)-carbon nanotube, carbon-rich compounds to be used as central cores for dendrimer synthesis 54 A.
Jiang D-L, Aida T (1997) Nature 388:454 86. (a) Junge DM, McGrath DV (1997) Chem Commun 857; (b) Junge DM, McGrath DV (1999) J Am Chem Soc 121:4912 87. Smet M, Liao L-X, Dehaen W, McGrath DV (2000) Org Lett 2:511 88. Camps X, Dietel E, Hirsch A, Pyo S, Echegoyen L, Hackbarth S, Röder B (1999) Chem Eur J 5:2362 89. -F. : Dendritic Oligoethers 90. Höger S (1997) Synthesis 20 91. Gilat SL, Adronov A, Fréchet JMJ (1999) J Org Chem 64:7474 92. (a) Ng ACH, Li X-Y, Ng DKP (1999) Macromolecules 32:5292; (b)Li X-Y, He X, Ng ACH, Wu C, Ng DKP (2000) Macromolecules 33:2119 93.
Algebra. Vol. 9, Finite groups of Lie type, finite-dimensional division algebras by Aleksej Ivanovič Kostrikin, Mathematiker