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Three-dimensional quantitative structure-activity relationship example

Y. C. Martin and C. T. Lin, in The Practice of Medicinal Chemistry, C.-G. Etrmuth, Ed., Academic Press, London, 1996, ppt 459—483. Three-Dimensional Quantitative Structure-Activity Relationships D2 Dopamine Agonists as an Example. [Pg.236]

Quantitative Structure-Activity Relationship models are used increasingly in chemical data mining and combinatorial library design [5, 6]. For example, three-dimensional (3-D) stereoelectronic pharmacophore based on QSAR modeling was used recently to search the National Cancer Institute Repository of Small Molecules [7] to find new leads for inhibiting HIV type 1 reverse transcriptase at the nonnucleoside binding site [8]. A descriptor pharmacophore concept was introduced by us recently [9] on the basis of variable selection QSAR the descriptor pharmacophore is defined as a subset of... [Pg.437]

The study of structure-reactivity relationships by the organic chemist Hammett showed that there is often a quantitative relationship between the two-dimensional structure of organic molecules and their chemical reactivity. Specifically, he correlated the changes in chemical properties of a molecule that result from a small change in its chemical structure that is, the quantitative linear relationship between electron density at a certain part of a molecule and its tendency to undergo reactions of various types at that site. For example, there is a linear relationship between the effea of remote substituents on the equilibrium constant for the ionization of an acid with the effect of these substituents on the rate or equilibrium constant for many other types of chemical reaction. The relative value of Hammett substituent constants describes the similarity of molecules in terms of electronic properties. Taft expanded the method to include the steric hindrance of access of reagents to the reaction site by nearby substituents, a quantitation of three-dimensional similarity. In addition, Charton, Verloop, Austel, and others extended and refined these ideas. Finally, Hansch and Fujita showed that biological activity frequently is also quantitatively correlated with the hydrophobic character of the substituents. They coined the term QSAR, Quantitative Structure-Activity Relationships, for this type of analysis. [Pg.225]


See other pages where Three-dimensional quantitative structure-activity relationship example is mentioned: [Pg.21]    [Pg.186]    [Pg.87]    [Pg.281]    [Pg.53]    [Pg.86]    [Pg.401]   
See also in sourсe #XX -- [ Pg.597 , Pg.598 , Pg.599 , Pg.600 , Pg.601 , Pg.602 , Pg.603 , Pg.604 , Pg.605 , Pg.606 , Pg.607 ]




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QUANTITATIVE RELATIONSHIPS

Quantitative Structure-Activity Relationships

Quantitative structur-activity relationships

Quantitative structure-activity

Quantitative structure-activity relationships three-dimensional

Three structures

Three-dimensional activity relationship

Three-dimensional example

Three-dimensional quantitative structure

Three-dimensional structure

Three-dimensional structure, relationship

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