REV- 2019‘C’ Scheme

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Lect. 1 Eigenvalues - Introduction

( 2023)
Lect. 2 Problems based on Eigenvalues

( 2023)
Lect. 3 To find Eigen vectors - Eigen values are distinct

( 2023)
Lect. 4 To find Eigen vector( eigen values are Repeated)

( 2023)
Lect. 5 Problems - Eigenvalues and Eigen vectors

( 2023)
Lect. 6 Cayley-Hamilton Theorem - Verification

( 2023)
Matrix - Cayley Hamilton Thm

( 2023)
Module 01 - Introduction to Computer Networks

( 2023)
Module 01 - Introduction to Programming Paradigms and Core Language Design Issues

( 2023)
Module 01 - Linear Algebra (Theory of Matrices)

( 2023)
Module 02 - Complex Integration

( 2023)
Module 02 - Physical Layer & Data Link Layer

( 2023)
Module 03 - Network Layer

( 2023)
Module 03 - Z Transform

( 2023)
Module 04 - Probability Distribution and Sampling Theory

( 2023)
Module 04 - Transport Layer & Session Layer

( 2023)
Module 05 - Alternative Paradigms: Concurrency

( 2023)
Module 05 - Linear Programming Problems

( 2023)
Module 05 - Presentation Layer & Application Layer

( 2023)
Module 06 - Nonlinear Programming Problems

( 2023)