Course curriculum

  • 1

    Mathematical Modeling : Analysis and Applications

    • 1 Introduction to Mathematical Modeling

    • 2 Numerical Methods to Compute Eigen Values

    • 3 Discrete Time Non-Linear Models in Population Dynamics - II

    • 4 Classifications of Bifurcation

    • 5 Introduction to Continuous Time Models

    • 6 Continuous Time Single Species Models

    • 7 Qualitative Solution of Differential Equations - Phase Diagrams - II

    • 8 Qualitative Solution of Differential Equations - Phase Diagrams - I

    • 9 Solution of First Order First Degree Differential Equations

    • 10 Discrete Time Linear Models in Population Dynamics - II

    • 11 Discrete Time Prey - Predator Model

    • 12 Continuous Time Lotka - Volterra Competition Model

    • 13 Continuous Time Prey - Predator Model

    • 14 Continuous Time Models in Population Dynamics - I

    • 15 Discrete Time Linear Age Structured Models

    • 16 Continuous Time Models in Population Dynamics - II

    • 17 Stability and Linearization of System of Ordinary Differential Equations

    • 18 Analysis on Logistic Difference Equation

    • 19 Analysis on Logistic Difference Equation

    • 20 Discrete Time Linear Models in Population Dynamics - I