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A non-iterative approach to ordinal log-linear models: investigation of log D in drug discovery

conference contribution
posted on 2024-11-03, 12:47 authored by S Zafar, Irene HudsonIrene Hudson, Eric Beh, S Hudson, A Abell
We investigate drug-likeness by considering the relationships between surrogate measures of drug-likeness (solubility, permeability) and structural properties (lipophilicity (log P), molecular weight (MW)). We study the pair-wise association between categorised variants of the traditional parameters of Lipinskis rule of five (Ro5), namely MW and log P, and an additional parameter, polar surface area (PSA), introduced by Veber et al., (2002) across strata, where strata are defined by a molecule's druggable versus non-druggable (Ro5 compliant vs violation) status. Zafar, et al. (2013) earlier showed that logP's association with MW changed sign from significantly negative to positive for nondruggable vs druggable strata, becoming lower (positive) for nondruggable vs druggable. These findings support recent criticisms about using log P (Bhal et al., 2007). This study explores further the pairwise relationships of log P in comparison with log D, a distribution coefficient, and shows that log D does not swap sign nor magnitude in its relationship with MW; thereby it is a better lipophicility measure. We use the Beh-Davy non-iterative (BDNI) direct estimation approach (Beh and Davy, 2004; Zafar et al., 2015) to estimate the linear-by-linear association of the pairwise relationships, within the framework of well-known ordinal log-linear models (OLLMs). We also provide correspondence analysis (CA) plots for comparing the pairwise associations of logP and log D with MW.

History

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Start page

163

End page

166

Total pages

4

Outlet

Proceedings of the 31st International Workshop on Statistical Modelling: Volume II July 4-8, 2016 Rennes France

Editors

Jean-Francois Dupuy and Julie Josse

Name of conference

31st International Workshop on Statistical Modelling, INSA Rennes, 4-8 July 2016.

Publisher

Statistical Modelling Society

Place published

Rennes, France

Start date

2016-07-04

End date

2016-07-08

Language

English

Copyright

© Statistical Modelling Society

Former Identifier

2006092270

Esploro creation date

2020-06-22

Fedora creation date

2019-07-18

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