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2D-QSAR: The Mathematics behind the Drug Design Methodology
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The development of quantitative structure-activity relationships (QSARs or 2D-QSARs) is a science
that has developed without a defined framework, series of rules, or guidelines for methodology. It has been more
than 40 years since the QSAR paradigm first found its way into the practice of agrochemistry, pharmaceutical
chemistry, toxicology, and eventually most facets of chemistry. Its staying power may be attributed to the
strength of its initial postulate that activity is a function of structure as described by electronic attributes,
hydrophobicity, and steric properties as well as rapid and extensive development in methodologies and
computational techniques that have ensued to delineate and refine the many variables and approaches that define
the paradigm. The overall goals of QSAR retain their original essence and remain focused on the predictive
ability of the approach and its receptiveness to mechanistic or diagnostic interpretations. Our intention with this
chapter is to offer the basis of the QSAR approach in a clear and intuitive way, with maximum simplification and
trying to close the gap that exists between maths and students of pharmacy. Moreover, the interpretation of the
equations is even more important than statistically obtaining significant and robust relationships. We will show
our results on Choline Kinase (ChoK) inhibitors as antiproliferative agents to demonstrate the possibilities of the
Hansch model in the drug design process.
BENTHAM SCIENCE PUBLISHERS
Title: 2D-QSAR: The Mathematics behind the Drug Design Methodology
Description:
The development of quantitative structure-activity relationships (QSARs or 2D-QSARs) is a science
that has developed without a defined framework, series of rules, or guidelines for methodology.
It has been more
than 40 years since the QSAR paradigm first found its way into the practice of agrochemistry, pharmaceutical
chemistry, toxicology, and eventually most facets of chemistry.
Its staying power may be attributed to the
strength of its initial postulate that activity is a function of structure as described by electronic attributes,
hydrophobicity, and steric properties as well as rapid and extensive development in methodologies and
computational techniques that have ensued to delineate and refine the many variables and approaches that define
the paradigm.
The overall goals of QSAR retain their original essence and remain focused on the predictive
ability of the approach and its receptiveness to mechanistic or diagnostic interpretations.
Our intention with this
chapter is to offer the basis of the QSAR approach in a clear and intuitive way, with maximum simplification and
trying to close the gap that exists between maths and students of pharmacy.
Moreover, the interpretation of the
equations is even more important than statistically obtaining significant and robust relationships.
We will show
our results on Choline Kinase (ChoK) inhibitors as antiproliferative agents to demonstrate the possibilities of the
Hansch model in the drug design process.
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