1. Metric Validation and the Receptor-Relevant Subspace Concept
- Author
-
Karl M. Smith and Robert S. Pearlman
- Subjects
Structure (mathematical logic) ,Ideal (set theory) ,business.industry ,General Chemistry ,Machine learning ,computer.software_genre ,Computer Science Applications ,Visualization ,Computational Theory and Mathematics ,Simple (abstract algebra) ,Metric (mathematics) ,Artificial intelligence ,Data mining ,Cluster analysis ,business ,computer ,Subspace topology ,Information Systems ,Mathematics ,Curse of dimensionality - Abstract
Following brief comments regarding the advantages of cell-based diversity algorithms and the selection of low-dimensional chemistry-space metrics needed to implement such algorithms, the notion of metric validation is discussed. Activity-seeded, structure-based clustering is presented as an ideal approach for the validation of either high- or low-dimensional chemistry-space metrics when validation by computer-graphic visualization is not possible. Whereas typical methods for reducing the dimensionality of chemistry-space inevitably discard potentially important information, we present a simple yet novel algorithm for reducing dimensionality by identifying which axes (metrics) convey information related to affinity for a given receptor and which axes can be safely discarded as being irrelevant to the given receptor. This algorithm often reveals a three- or two-dimensional subspace of a (typically six-dimensional) BCUT chemistry-space and, thus, enables computer graphic visualization of the actual coordinat...
- Published
- 1999
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