Area of research
Geometry and Topology · Computational Theory and Mathematics
Research interest
Research interests include Graph theory and applications, Computational Drug Discovery Methods, Nanofluid Flow and Heat Transfer, and Free Radicals and Antioxidants.
Physical Analysis of Unsteady Thermally Radiative Maxwell Swirling Flow Between Two Orthogonal Coaxial Disks
Modeling and estimation of physiochemical properties of cancer drugs using entropy measures
A numerical study of Carreau–Yasuda tri-hybrid nanofluid over a convective heated surface near a stagnation point
Physicochemical profiling and ranking of parkinson’s disease drugs through QSPR and Fuzzy TOPSIS analysis
Design and analysis of a secure image encryption algorithm using proposed non-linear RN chaotic system and ECC/HKDF key derivation with authentication support
Mathematical modeling and statistical analysis of breast cancer drugs using M-polynomial indices for the physical properties
Estimating the prediction ability of reverse degree-based entropy indices for the physicochemical properties of lymes disease drugs
Dynamic simulation of unsteady Casson–Carreau fluid flow considering temperature-dependent variable-properties and thermo-solutal mixed convection over flat and slendering sheets
Exploring the influence of morphology on magnetized Ree–Eyring tri‐hybrid nanofluid flow between orthogonally moving coaxial disks using artificial neural networks with Levenberg–Marquardt scheme
Mathematically modeling of Ge-Sb-Te superlattice to estimate the physico-chemical characteristics
Analysis of the tri-hybrid Maxwell nanofluid flow with temperature-dependent thermophysical characteristics on static and dynamic surfaces employing Levenberg-Marquardt artificial neural networks
Statistical analysis of topological indices in linear phenylenes for predicting physicochemical properties using algorithms
Quantitative structure properties relationship (<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.svg"><mml:mrow><mml:mi>Q</mml:mi><mml:mi>S</mml:mi><mml:mi>P</mml:mi><mml:mi>R</mml:mi></mml:mrow></mml:math>) analysis for physicochemical properties of nonsteroidal anti-inflammatory drugs (NSAIDs) usingVe degree-based reducible topological indices
Quantitative structure–property relationship (QSPR) modeling for evaluating fluorescence attributes across various aromatic heterocyclic compounds with ve-degree-based Sombor indices
Exploring physicochemical characteristics of cyclodextrin through M-polynomial indices
MHD mixed convection flow for Maxwell Hybrid nanofluid with Soret, Dufour and Morphology effects
Estimating the physicochemical properties of antiemetics using degree-based topological descriptors
Quality testing analysis of Ve‐degree based entropies by using benzene derivatives
QSPR Modeling with Curvilinear Regression on the Reverse Entropy Indices for the Prediction of Physicochemical Properties of Benzene Derivatives
Predictive ability of physicochemical properties of antiemetic drugs using degree‐based entropies
The influence of fractional time-derivative on the helical flows of generalized multi-layer immiscible second grade fluids in a cylindrical domain
Predictive ability of physiochemical properties of benzene derivatives using Ve-degree of end vertices-based entropy
Metric and fault-tolerant metric dimension for GeSbTe superlattice chemical structure
On sombor indices of tetraphenylethylene, terpyridine rosettes and QSPR analysis on fluorescence properties of several aromatic hetero‐cyclic species
ANALYTICAL AND NUMERICAL SOLUTIONS FOR SOME
Magnetic and porous effects on steady state and flow resistance of Burgers fluids between parallel plates
Hall current and morphological effects on MHD micropolar non-Newtonian tri-hybrid nanofluid flow between two parallel surfaces
Heat transport and magnetohydrodynamic hybrid micropolar ferrofluid flow over a non-linearly stretching sheet
QSPR Study of Ve-Degree Based End Vertice Edge Entropy Indices with Physio-Chemical Properties of Breast Cancer Drugs
Heat transfer and hybrid ferrofluid flow over a nonlinearly stretchable rotating disk under the influence of an alternating magnetic field