Learn · Mathematical Modelling: Analysis and Applications
Lecture 15 of 20Unit-3
Stability and Linearization of System of Ordinary Differential Equations
Prof. Ameeya Kumar Nayak · IIT Roorkee
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- Mathematical Modelling: Analysis and Applications, IIT Roorkee (at NPTEL)
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- CC BY-NC-SA, as NPTEL states it. Non-commercial use only.
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All the lectures
- Introduction to Mathematical Modeling
- Discrete Time Linear Models in Population Dynamics - I
- Discrete Time Linear Models in Population Dynamics - II
- Discrete Time Linear Age Structured Models
- Numerical Methods to Compute Eigen Values
- Discrete Time Non-Linear Models in Population Dynamics - II
- Analysis on Logistic Difference Equation
- Classifications of Bifurcation
- Discrete Time Non - Linear Models in Population Dynamics - II
- Discrete Time Prey - Predator Model
- Introduction to Continuous Time Models
- Solution of First Order First Degree Differential Equations
- Continuous Time Models in Population Dynamics - I
- Continuous Time Models in Population Dynamics - II
- Stability and Linearization of System of Ordinary Differential Equations
- Continuous Time Single Species Models
- Qualitative Solution of Differential Equations - Phase Diagrams - I
- Qualitative Solution of Differential Equations - Phase Diagrams - II
- Continuous Time Lotka - Volterra Competition Model
- Continuous Time Prey - Predator Model