Title:Exploring Neighborhood Topological Descriptors for Quantitative Structure-property Relationship (QSPR) Analysis and Entropy Measures of Some Anti-cancer Drugs
Volume: 22
Issue: 8
Author(s): Tony Augustine*, Roy Santiago, Sahaya Vijay Jeyaraj and Mohamad Azeem
Affiliation:
- Department of Mathematics, Nirmala College (Autonomous), Muvattupuzha, Ernakulam, Kerala, 686661, India
Keywords:
Neighborhood degree-based topological indices, graph-theoretical approach, entropy, anticancer drugs.
Abstract:
Background: This study investigated many cancer medicines using a wide range of degree
sum-based topological indices and entropy. These numerical numbers, commonly referred to
as topological indices or molecular descriptors, depict a substance’s molecular structure. They have
been successfully used to properly reflect different physicochemical properties in a number of
Quantitative Structure-Property Relationship (QSPR) and Quantitative Structure-Activity Relationship
(QSAR) research studies.
Objective: The purpose of the study was to investigate the relationships between topological neighborhood
indices and physicochemical properties using the QSPR model and linear regression
methodology.
Methods: We employed linear regression methodology within the QSPR model to examine the
connections between physicochemical characteristics and topological neighborhood indices.
Results: The results revealed a significant correlation between the neighborhood indices under
scrutiny and the physicochemical features of the potential drugs under investigation.
Conclusion: As a result, both neighborhood topological indices and entropy demonstrate potential
as valuable tools for future QSPR investigations when evaluating anticancer medications.