hodmaths@annauniv.edu 044 2235 8508/07/09

Latest Journals (Scopus indexed)

  1. G. Mahalakshmi, G. Sumathi, M. Prakash and P. Solainayagi, Enhancing VANET Security Through ANFIS-Based Intrusion Detection and Element Perturbation, International Journal of Communication Systems, 2026 Enhancing VANET Security Through ANFIS-Based Intrusion Detection and Element Perturbation (1) .
  2. L.J.T. Doss and A. L․, A mixed H1− Galerkin method using mixed partial derivative intermediate function for fourth order Rosenau equation, Applied Numerical Mathematics, 2026 A mixed H1− Galerkin method using mixed partial derivative intermediate function for fourth order Rosenau equation : pp117-131 .
  3. D. Arivudainambi and M. Malini, Reliability analysis of finite Markovian queueing system with batch arrival, catastrophe and repairs, Opsearch, 2025 Reliability analysis of finite Markovian queueing system with batch arrival, catastrophe and repairs (4) : pp2289-2313 .
  4. G. Mahalakshmi, G. Sumathi, R.P. Kennedy, K. Sivasankari and S. Elango, AI-Enhanced Wearable Electronics and IoT Sensors for Industrial, Biomedical, Consumer Applications, Advanced Materials for Biomedical Devices Insights from AI and Nanotechnology, 2025 AI-Enhanced Wearable Electronics and IoT Sensors for Industrial, Biomedical, Consumer Applications : pp340-350 .
  5. K.V. Vijayashree and P. Pavithra, Performance Analysis and Cost Optimization of an M/M/1 Queue with N-Policy and Working Breakdown, Methodology and Computing in Applied Probability, 2025 Performance Analysis and Cost Optimization of an M/M/1 Queue with N-Policy and Working Breakdown (3) .
  6. L.J.T. Doss and N. Kousalya, A finite pointset method for Kuramoto–Sivashinsky equation based on mixed formulation, Mathematical Methods in the Applied Sciences, 2025 A finite pointset method for Kuramoto–Sivashinsky equation based on mixed formulation (1) : pp765-778 .
  7. L.J.T. Doss and V. Sindhujarani, H1− Galerkin mixed finite element method using tensor product of cubic B-splines for two-dimensional Kuramoto-Sivashinsky equation, Computers and Mathematics with Applications, 2025 H1− Galerkin mixed finite element method using tensor product of cubic B-splines for two-dimensional Kuramoto-Sivashinsky equation : pp19-39 .
  8. A. Aruchamy, S. Rayappan and A. Natarajan, Global existence and stability results for a time-fractional diffusion equation with variable exponents, Arabian Journal of Mathematics, 2024 Global existence and stability results for a time-fractional diffusion equation with variable exponents (2) : pp237-254 .
  9. A. Renganathan and V. Vijayalakshmi, On game chromatic number of oriented network graphs, AKCE International Journal of Graphs and Combinatorics, 2024 On game chromatic number of oriented network graphs .
  10. G. Santhosh Kumar, C. Gunasundari, S.M. Boulaaras, M. Aakash and N.B. Sharmila, Genetic differentiation of prey predator interaction model along with an Holling type-II functional response, Partial Differential Equations in Applied Mathematics, 2024 Genetic differentiation of prey predator interaction model along with an Holling type-II functional response .
  11. K. Ambika, K.V. Vijayashree and B. Janani, Modelling and analysis of production management system using vacation queueing theoretic approach, Applied Mathematics and Computation, 2024 Modelling and analysis of production management system using vacation queueing theoretic approach .
  12. L.J.T. Doss and N. Kousalya, A finite pointset method for Kuramoto–Sivashinsky equation based on mixed formulation, Mathematical Methods in the Applied Sciences, 2024 A finite pointset method for Kuramoto–Sivashinsky equation based on mixed formulation .
  13. L.J.T. Doss and V.J. Merlin, An optimal order H1-Galerkin mixed finite element method for good Boussinesq equation, Computational and Applied Mathematics, 2024 An optimal order H1-Galerkin mixed finite element method for good Boussinesq equation (7) .
  14. M. Aakash, C. Gunasundari, S. Athithan, N.B. Sharmila, G.S. Kumar and R. Guefaifia, Mathematical modeling of COVID-19 with the effects of quarantine and detection, Partial Differential Equations in Applied Mathematics, 2024 Mathematical modeling of COVID-19 with the effects of quarantine and detection .
  15. M. Aakash, C. Gunasundari, S. Sabarinathan, S.M. Boulaaras and A. Himadan, Mathematical insights into the SEIQRD model with Allee and fear dynamics in the context of COVID-19, Partial Differential Equations in Applied Mathematics, 2024 Mathematical insights into the SEIQRD model with Allee and fear dynamics in the context of COVID-19 .
  16. N.B. Sharmila, C. Gunasundari, S.M. Boulaaras and V. Suvitha, Diffusion and distributed delay effects in a predator–prey system: A mathematical analysis, Partial Differential Equations in Applied Mathematics, 2024 Diffusion and distributed delay effects in a predator–prey system: A mathematical analysis .
  17. R. Pavithra, D. Arivudainambi, S. Afizudeen and T.S. Poorani, Coverage optimization for IoT-based network using Monarch Butterfly Optimization with greedy strategy and self-adaptive crossover operator, International Journal of Parallel Emergent and Distributed Systems, 2024 Coverage optimization for IoT-based network using Monarch Butterfly Optimization with greedy strategy and self-adaptive crossover operator (6) : pp696-711 .
  18. S. Rayappan, A. Aruchamy and A. Natarajan, Bounds for the blow-up time of solution to a nonlinear viscoelastic equation with fractional damping, International Journal of Dynamics and Control, 2024 Bounds for the blow-up time of solution to a nonlinear viscoelastic equation with fractional damping (1) : pp167-179 .
  19. B. Janani and K.V. Vijayashree, Analysis of an unreliable server with soft failures and working vacations and its application in a smart healthcare system, Results in Control and Optimization, 2023 Analysis of an unreliable server with soft failures and working vacations and its application in a smart healthcare system .
  20. G.S. Kumar and C. Gunasundari, ANALYSIS OF TWO PREY AND ONE PREDATOR INTERACTION MODEL WITH DISCRETE TIME DELAY, Asia Pacific Journal of Mathematics, 2023 ANALYSIS OF TWO PREY AND ONE PREDATOR INTERACTION MODEL WITH DISCRETE TIME DELAY .
  21. G.S. Kumar and C. Gunasundari, Dynamical Analysis of Two-Preys and One Predator Interaction Model with An Allee Effect on Predator, Malaysian Journal of Mathematical Sciences, 2023 Dynamical Analysis of Two-Preys and One Predator Interaction Model with An Allee Effect on Predator (3) : pp263-281 .
  22. K. Saravana Sankar and L. Jones Tarcius Doss, On parameter uniform and layer resolving numerical method for a singularly perturbed model in aerodynamics, Results in Control and Optimization, 2023 On parameter uniform and layer resolving numerical method for a singularly perturbed model in aerodynamics .
  23. L.J.T. Doss and L. Aishwarya, An H1- Galerkin mixed finite element method for rosenau equation, Computational and Applied Mathematics, 2023 An H1- Galerkin mixed finite element method for rosenau equation (3) .
  24. L.J.T. Doss and L. Aishwarya, An H1- Galerkin mixed finite element method for rosenau equation, Computational and Applied Mathematics, 2023 An H1- Galerkin mixed finite element method for rosenau equation (3) .
  25. M. Aakash and C. Gunasundari, Analysis of Fractional Order Mathematical Modelling of HFMD Transmission through ABC Derivative, Mathematica Applicanda, 2023 Analysis of Fractional Order Mathematical Modelling of HFMD Transmission through ABC Derivative (2) : pp199-221 .
  26. M. Aakash and C. Gunasundari, EFFECT OF PARTIALLY AND FULLY VACCINATED INDIVIDUALS IN SOME REGIONS OF INDIA: A MATHEMATICAL STUDY ON COVID-19 OUTBREAK, Communications in Mathematical Biology and Neuroscience, 2023 EFFECT OF PARTIALLY AND FULLY VACCINATED INDIVIDUALS IN SOME REGIONS OF INDIA: A MATHEMATICAL STUDY ON COVID-19 OUTBREAK .
  27. M. Aakash, C. Gunasundari and Q.M. Al-Mdallal, Mathematical modeling and simulation of SEIR model for COVID-19 outbreak: A case study of Trivandrum, Frontiers in Applied Mathematics and Statistics, 2023 Mathematical modeling and simulation of SEIR model for COVID-19 outbreak: A case study of Trivandrum .
  28. M. Chandrasekar and S.M. Anitha, Nanofluid past a continuous stretching Riga sheet by Gyarmati's principle, Journal of Magnetism and Magnetic Materials, 2023 Nanofluid past a continuous stretching Riga sheet by Gyarmati's principle .
  29. M. Chinnadurai, M.E. Fatini and A. Rathinasamy, Stochastic perturbation to 2-LTR dynamical model in HIV infected patients, Mathematics and Computers in Simulation, 2023 Stochastic perturbation to 2-LTR dynamical model in HIV infected patients : pp473-497 .
  30. N.B. Sharmila and C. Gunasundari, MATHEMATICAL ANALYSIS OF PREY PREDATOR MODELS WITH HOLLING TYPE I FUNCTIONAL RESPONSES AND TIME DELAY, Communications in Mathematical Biology and Neuroscience, 2023 MATHEMATICAL ANALYSIS OF PREY PREDATOR MODELS WITH HOLLING TYPE I FUNCTIONAL RESPONSES AND TIME DELAY .
  31. N.B. Sharmila, C. Gunasundari and M. Sajid, Spatiotemporal Dynamics of a Reaction Diffusive Predator-Prey Model: A Weak Nonlinear Analysis, International Journal of Differential Equations, 2023 Spatiotemporal Dynamics of a Reaction Diffusive Predator-Prey Model: A Weak Nonlinear Analysis .
  32. R. Pavithra and D. Arivudainambi, Coverage-Aware Sensor Deployment and Scheduling in Target-Based Wireless Sensor Network, Wireless Personal Communications, 2023 Coverage-Aware Sensor Deployment and Scheduling in Target-Based Wireless Sensor Network (1) : pp421-448 .
  33. S. Balaji, R. Pavithra, D. Arivudainambi, K. Varunkumar, A. Suresh, M.M. Omar and A.K. Bashir, Towards Efficient Sensor Deployment in Internet of Things for Target Coverage and Sensor Connectivity, IEEE Transactions on Consumer Electronics, 2023 Towards Efficient Sensor Deployment in Internet of Things for Target Coverage and Sensor Connectivity .
  34. S.S. K and L.J.T. Doss, A fitted mesh method for a coupled semi-linear system of singularly perturbed initial value problems, International Journal for Computational Methods in Engineering Science and Mechanics, 2023 A fitted mesh method for a coupled semi-linear system of singularly perturbed initial value problems .
  35. S.S. K and L.J.T. Doss, A fitted mesh method for a coupled semi-linear system of singularly perturbed initial value problems, International Journal for Computational Methods in Engineering Science and Mechanics, 2023 A fitted mesh method for a coupled semi-linear system of singularly perturbed initial value problems (5) : pp307-313 .
  36. B. Sreedaran and V. Ponnuswamy, A two-dimensional mathematical model of tumor angiogenesis with CD147, Proceedings of the Institution of Mechanical Engineers, Part H: Journal of Engineering in Medicine, 2022 A two-dimensional mathematical model of tumor angiogenesis with CD147 (7) : pp1009-1022 .
  37. C. Gunasundari, R. Ashok and S.R. Manam, Effect of a Pressure Ridge on Ice-Coupled Gravity Waves, International Journal of Offshore and Polar Engineering, 2022 Effect of a Pressure Ridge on Ice-Coupled Gravity Waves (3) : pp313-320 .
  38. D. Arivudainambi, S. Mangairkarasi and K.A. Varun Kumar, Spectrum Prediction in Cognitive Radio Network Using Machine Learning Techniques, Intelligent Automation and Soft Computing, 2022 Spectrum Prediction in Cognitive Radio Network Using Machine Learning Techniques (3) : pp1525-1540 .
  39. G. Chandrasekar, S. Boulaaras, A.J. Gnanaprakasam and S. Murugaiah, Positive periodic solutions for a stage structured predator prey model, Proceedings of the Jangjeon Mathematical Society, 2022 Positive periodic solutions for a stage structured predator prey model (3) : pp297-305 .
  40. G. Santhosh Kumar and C. Gunasundari, TURING INSTABILITY OF A DIFFUSIVE PREDATOR-PREY MODEL ALONG WITH AN ALLEE EFFECT ON A PREDATOR, Communications in Mathematical Biology and Neuroscience, 2022 TURING INSTABILITY OF A DIFFUSIVE PREDATOR-PREY MODEL ALONG WITH AN ALLEE EFFECT ON A PREDATOR .
  41. M. Chandrasekar, S.M. Anitha and M.S. Kasiviswanathan, Application of Gyarmati’s principle to study active boundary layer control of ionic fluid past a Riga plate, Journal of Thermal Analysis and Calorimetry, 2022 Application of Gyarmati’s principle to study active boundary layer control of ionic fluid past a Riga plate (6) : pp4227-4243 .
  42. M. Kavarthalai and V. Ponnuswamy, Ferro-nanofluid squeeze film lubrication with heat transfer, Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology, 2022 Ferro-nanofluid squeeze film lubrication with heat transfer (4) : pp674-690 .
  43. N.B. Sharmila and C. Gunasundari, TRAVELLING WAVE SOLUTIONS FOR A DIFFUSIVE PREY-PREDATOR MODEL WITH ONE PREDATOR AND TWO PREYS, International Journal of Applied Mathematics, 2022 TRAVELLING WAVE SOLUTIONS FOR A DIFFUSIVE PREY-PREDATOR MODEL WITH ONE PREDATOR AND TWO PREYS (5) : pp661-684 .
  44. N.B. Sharmila and C. Gunasundari, Stability Analysis of Fractional Order Prey-Predator Model with Disease in Prey, Mathematica Applicanda, 2022 Stability Analysis of Fractional Order Prey-Predator Model with Disease in Prey (2) : pp287-302 .
  45. P. Vimala and K. Manimegalai, Flow and heat transfer in porous squeeze film of ferro-nanofluid with couple stresses, Archive of Applied Mechanics, 2022 Flow and heat transfer in porous squeeze film of ferro-nanofluid with couple stresses (12) : pp3877-3895 .
  46. S. Ganesan, Detection of Phishing Websites Using Classification Algorithms, Lecture Notes on Data Engineering and Communications Technologies, 2022 Detection of Phishing Websites Using Classification Algorithms : pp129-141 .
  47. V. Chinnadurai, A. Bobin and D. Cokilavany, Simplified intuitionistic neutrosophic hypersoft TOPSIS method based on correlation coeficient, Neutrosophic Sets and Systems, 2022 Simplified intuitionistic neutrosophic hypersoft TOPSIS method based on correlation coeficient : pp570-591 .