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L10 | Splitting of Poisson process | Random Process | KTU | S4 | EC | EEE
9:01
L10 | Splitting of Poisson process | Random Process | KTU | S4 | EC | EEE
L9 | Merging of Poisson Process | Random Process | KTU | S4 | EC | EEE
11:10
L9 | Merging of Poisson Process | Random Process | KTU | S4 | EC | EEE
L7 | Adams Moulten method | Numerical Methods | S4 | KTU | MAT202 | MAT204
10:43
L7 | Adams Moulten method | Numerical Methods | S4 | KTU | MAT202 | MAT204
L8 | Poisson process of Inter arrival times | Random Process | KTU | S4 | EC | EEE | MAT204
18:03
L8 | Poisson process of Inter arrival times | Random Process | KTU | S4 | EC | EEE | MAT204
L7 | Poisson process problems| Random Process | KTU | S4 | EC | EEE
21:58
L7 | Poisson process problems| Random Process | KTU | S4 | EC | EEE
L6 | Poisson Process | Mean and auto correlation | KTU | S4 | EC | EEE | MAT204
7:20
L6 | Poisson Process | Mean and auto correlation | KTU | S4 | EC | EEE | MAT204
L5 | Power spectral density | PSD | Random process | KTU | S4 | EC | EEE | MAT204
7:08
L5 | Power spectral density | PSD | Random process | KTU | S4 | EC | EEE | MAT204
L4| Properties of WSS | KTU | S4 | EC | EEE | MAT204
4:06
L4| Properties of WSS | KTU | S4 | EC | EEE | MAT204
L3 | Wide Sense Stationary process | WSS | KTU | S4 | MAT204 | EC | EEE
7:54
L3 | Wide Sense Stationary process | WSS | KTU | S4 | MAT204 | EC | EEE
L2 | Autocorrelation problems | KTU | S4 | EC and EEE | MAT204
15:55
L2 | Autocorrelation problems | KTU | S4 | EC and EEE | MAT204
L1 | Random process definitions | S4 EC and EEE | KTU | MAT204
10:57
L1 | Random process definitions | S4 EC and EEE | KTU | MAT204
L6 | Runge Kutta method of 4th order | Numerical Methods | KTU | S4
7:04
L6 | Runge Kutta method of 4th order | Numerical Methods | KTU | S4
L5 | Runge kutta 2nd order | Modified Euler method | Numerical Methods | KTU | S4
6:47
L5 | Runge kutta 2nd order | Modified Euler method | Numerical Methods | KTU | S4
L4 | Euler method | Numerical Methods | KTU | S4
10:27
L4 | Euler method | Numerical Methods | KTU | S4
L3 | Curve fitting | Straight lines and Parabolas| Numerical Methods | KTU | S4
9:24
L3 | Curve fitting | Straight lines and Parabolas| Numerical Methods | KTU | S4
L2 | Gauss Jacobi iteration | Numerical Methods | KTU | S4
3:25
L2 | Gauss Jacobi iteration | Numerical Methods | KTU | S4
L1 | Gauss Siedal Iteration | Numerical Methods | KTU | S4
5:55
L1 | Gauss Siedal Iteration | Numerical Methods | KTU | S4
L6 | Numerical Integration | Module 4 | KTU | S4
14:39
L6 | Numerical Integration | Module 4 | KTU | S4
L5 | Lagrange Interpolation | KTU | S4
7:47
L5 | Lagrange Interpolation | KTU | S4
L4 | Newton's Divided difference Interpolation
7:35
L4 | Newton's Divided difference Interpolation
L3 | Newton forward and Backward interpolation | KTU | S4
17:09
L3 | Newton forward and Backward interpolation | KTU | S4
L2 | Regula Falsi Method using calculator | Numerical Methods 1 | KTU | S4
10:01
L2 | Regula Falsi Method using calculator | Numerical Methods 1 | KTU | S4
L1 | Newton Raphson Method | Numerical methods | KTU | S4
14:27
L1 | Newton Raphson Method | Numerical methods | KTU | S4
L9 | Central limit theorem| Continuous joint pdf | KTU | S4
11:29
L9 | Central limit theorem| Continuous joint pdf | KTU | S4
L8 | Expectation | continuous Joint pdf | KTU | S4
9:45
L8 | Expectation | continuous Joint pdf | KTU | S4
L7 | Independence of bivariate | Joint continuous Probability Distribution | KTU | S4
22:45
L7 | Independence of bivariate | Joint continuous Probability Distribution | KTU | S4
L6| Joint pdf | Continuous Probability Distribution | KTU | S4
22:17
L6| Joint pdf | Continuous Probability Distribution | KTU | S4
L5 | Normal distribution| Part 2 | Continuous Probability distribution | KTU | S4
17:45
L5 | Normal distribution| Part 2 | Continuous Probability distribution | KTU | S4
L4 | Normal distribution part 1 | Continuous Probability Distributions | KTU | S4
18:56
L4 | Normal distribution part 1 | Continuous Probability Distributions | KTU | S4
L3 | Exponential distribution| Continuous Probability distributions| KTU |S4
11:45
L3 | Exponential distribution| Continuous Probability distributions| KTU |S4