Канал: Selma Sunny

Diagonalization by orthogonal transformation part 2

Diagonalization by orthogonal transformation part 2

MAT101 | Diagonalization by Orthogonal transformation | Module 1 | Linear algebra and Calculus

MAT101 | Diagonalization by Orthogonal transformation | Module 1 | Linear algebra and Calculus

MAT 102 | Semester 2 | Module 3 | Method of undetermined coefficients | Part 2

MAT 102 | Semester 2 | Module 3 | Method of undetermined coefficients | Part 2

MAT 102 | Semester 2| Module 3 | Method of undetermined coefficients | Part 1

MAT 102 | Semester 2| Module 3 | Method of undetermined coefficients | Part 1

MAT 102 | Module 3 | Solution of non-homogenous ODE by method of variation of parameters

MAT 102 | Module 3 | Solution of non-homogenous ODE by method of variation of parameters

MAT 102 | Semester 2 | Module 3 Ordinary Differential Equations | Part 2 ( Euler Cauchy Equations )

MAT 102 | Semester 2 | Module 3 Ordinary Differential Equations | Part 2 ( Euler Cauchy Equations )

MAT 206 | Graph Theory | Module 2 | Binary operations and digraphs | Semester 4

MAT 206 | Graph Theory | Module 2 | Binary operations and digraphs | Semester 4

MAT 102 | KTU Semester 2 | Module 3 | Ordinary Differential Equations | Part 1

MAT 102 | KTU Semester 2 | Module 3 | Ordinary Differential Equations | Part 1

Module 5 | Periodic functions | MAT 101 Linear algebra and Calculus | Semester 1

Module 5 | Periodic functions | MAT 101 Linear algebra and Calculus | Semester 1

Module 5 | Taylor series part 2 | MAT 101 Linear algebra and Calculus | Semester 1

Module 5 | Taylor series part 2 | MAT 101 Linear algebra and Calculus | Semester 1

Module 5 | Taylor series and Maclaurin series part 1 | MAT 101 Linear algebra and Calculus | Sem 1

Module 5 | Taylor series and Maclaurin series part 1 | MAT 101 Linear algebra and Calculus | Sem 1

Module 3 Statistical Inference Part 1|Semester 4|MAT202 Probability, Statistics and Numerical method

Module 3 Statistical Inference Part 1|Semester 4|MAT202 Probability, Statistics and Numerical method

Adams- Moulton Predictor Corrector Method | Module 5 | Semester 5 | MAT 202 & MAT 204

Adams- Moulton Predictor Corrector Method | Module 5 | Semester 5 | MAT 202 & MAT 204

Euler method & Runge- Kutta method of second and fourth order | Module 5 | Semester 4 | MAT 202

Euler method & Runge- Kutta method of second and fourth order | Module 5 | Semester 4 | MAT 202

Method of least squares | Module 5 | Semester 4 | MAT 202 Probability distributions, Transforms

Method of least squares | Module 5 | Semester 4 | MAT 202 Probability distributions, Transforms

Fourier Integral Part 4 | Module 5 | Semester 2 | MAT 102 Vector Calculus, DE and Transforms

Fourier Integral Part 4 | Module 5 | Semester 2 | MAT 102 Vector Calculus, DE and Transforms

Properties of Fourier Transform Part 3 | Module 5|Semester 2|MAT102 Vector Calculus,DE and Transform

Properties of Fourier Transform Part 3 | Module 5|Semester 2|MAT102 Vector Calculus,DE and Transform

Fourier Transform Part 2 | Module 5 | Semester 2 | MAT 102 Vector Calculus, DE and Transforms

Fourier Transform Part 2 | Module 5 | Semester 2 | MAT 102 Vector Calculus, DE and Transforms

Fourier sine and cosine transforms Part 1| Module 5 | MAT 102 Vector Calculus, DE and Transforms

Fourier sine and cosine transforms Part 1| Module 5 | MAT 102 Vector Calculus, DE and Transforms

Newton Interpolation, Trapezoidal rule, Simpson's one third rule | Module 4 | Semester 4 | MAT 202

Newton Interpolation, Trapezoidal rule, Simpson's one third rule | Module 4 | Semester 4 | MAT 202

Laplace Transform of Dirac Delta function | Module 4 | MAT 102 Vector Calculus, DE and Transforms

Laplace Transform of Dirac Delta function | Module 4 | MAT 102 Vector Calculus, DE and Transforms

Normal Distribution | MAT 202 Probability, Statistics and Numerical distributions | Semester 4

Normal Distribution | MAT 202 Probability, Statistics and Numerical distributions | Semester 4

Module 3 | Volume using triple integral | Linear algebra and Calculus | Semester 1

Module 3 | Volume using triple integral | Linear algebra and Calculus | Semester 1

Module 3 | Triple integral | Linear algebra and Calculus | Semester 3

Module 3 | Triple integral | Linear algebra and Calculus | Semester 3

Module 3 | Center of mass using double integrals | Linear algebra and Calculus | Semester 1

Module 3 | Center of mass using double integrals | Linear algebra and Calculus | Semester 1

Module 3 | Reversing the order of integration | Linear algebra and Calculus | Semester 1

Module 3 | Reversing the order of integration | Linear algebra and Calculus | Semester 1

Module 5 | Fourier series of odd and even functions part 4 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 4 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 3 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 3 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 2 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 2 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 1 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series of odd and even functions part 1 | Linear algebra and Calculus |Semester 1

Module 5 | Fourier series part 2 | Linear algebra and Calculus | Semester 1

Module 5 | Fourier series part 2 | Linear algebra and Calculus | Semester 1

Module 5 | Fourier series part 1 | Linear algebra and Calculus | Semester 1

Module 5 | Fourier series part 1 | Linear algebra and Calculus | Semester 1

Module 3 | Harmonic conjugate part 2 | Partial differential equations and Complex analysis

Module 3 | Harmonic conjugate part 2 | Partial differential equations and Complex analysis

Module 3 | harmonic functions | Partial differential equations and Complex analaysis

Module 3 | harmonic functions | Partial differential equations and Complex analaysis

Module 3 | Analytic functions | Partial differential equations and Complex analysis

Module 3 | Analytic functions | Partial differential equations and Complex analysis

Module 3 | Derivative of a complex function | Partial differential equations and Complex analysis

Module 3 | Derivative of a complex function | Partial differential equations and Complex analysis

Module3|Limit and Continuity of complex function|Partial differential equations and Complex analysis

Module3|Limit and Continuity of complex function|Partial differential equations and Complex analysis

Module 3 | Complex numbers | Partial differential equations and Complex analysis | Semester 3

Module 3 | Complex numbers | Partial differential equations and Complex analysis | Semester 3

Module 2 | Problems of heat equation | Partial differential equations and Complex analysis

Module 2 | Problems of heat equation | Partial differential equations and Complex analysis

Module 2 | Heat equation | Partial differential equation and Complex analysis

Module 2 | Heat equation | Partial differential equation and Complex analysis

Module 2 | Problems of wave equation part 2 | Partial differential equations and Complex analysis

Module 2 | Problems of wave equation part 2 | Partial differential equations and Complex analysis

Module 2 | Problem of wave equation | Partial differential equations and Complex analysis

Module 2 | Problem of wave equation | Partial differential equations and Complex analysis

Module 2 | Derivation of one dimensional wave eauation | pde and complex analysis

Module 2 | Derivation of one dimensional wave eauation | pde and complex analysis

Module 1 | Method of separation of variables | Partial differential equations and Complex analysis

Module 1 | Method of separation of variables | Partial differential equations and Complex analysis

Module 1 | Charpit's Method part 2 | Partial differential equations and Complex analysis

Module 1 | Charpit's Method part 2 | Partial differential equations and Complex analysis

Module 1 | Charpit's Method | Partial differential equations and Complex analysis | Semester 3

Module 1 | Charpit's Method | Partial differential equations and Complex analysis | Semester 3

Solution of p.d.e | Partial differential equations | Semester 3 | Module 1

Solution of p.d.e | Partial differential equations | Semester 3 | Module 1

Proposition 8.2.9 | Multivariable calculus and geometry

Proposition 8.2.9 | Multivariable calculus and geometry

Functional analysis | Example of compact operator

Functional analysis | Example of compact operator

PDE | Section 5.5 | The energy method and uniqueness

PDE | Section 5.5 | The energy method and uniqueness

MTH3C12 - COMPLEX ANALYSIS | MODULE 3 | CHAPTER 6 | Proposition 3.3 of convex functions

MTH3C12 - COMPLEX ANALYSIS | MODULE 3 | CHAPTER 6 | Proposition 3.3 of convex functions

MTH3C12-COMPLEX ANALYSIS | MODULE 3 | CHAPTER 6 | Definition of convex functions and Proposition 3.2

MTH3C12-COMPLEX ANALYSIS | MODULE 3 | CHAPTER 6 | Definition of convex functions and Proposition 3.2