Канал: Deepakalyani Sankar

பொட்டல்புதூர் சின்ன ஆறு

பொட்டல்புதூர் சின்ன ஆறு

ஆழ்வார்குறிச்சி ஆறு... இன்று(13/12/2024)

ஆழ்வார்குறிச்சி ஆறு... இன்று(13/12/2024)

கொளஞ்சி செடி

கொளஞ்சி செடி

வானவேடிக்கை

வானவேடிக்கை

Lecture 21 : 3D Plotting Space Curves and Surfaces

Lecture 21 : 3D Plotting Space Curves and Surfaces

Lecture 20 : 2d Plot in Matlab

Lecture 20 : 2d Plot in Matlab

Lecture 19 : Symbolic Calculations - Calculus

Lecture 19 : Symbolic Calculations - Calculus

Lecture 18 : Symbolic Calculation Polynomials

Lecture 18 : Symbolic Calculation Polynomials

Lecture 17 : Polynomial Calculations using Vectors

Lecture 17 : Polynomial Calculations using Vectors

Lecture 16 : Array Operations

Lecture 16 : Array Operations

Lecture 15 : Matlab User-Defined Functions

Lecture 15 : Matlab User-Defined Functions

Lecture 14 : Lagrange Interpolation

Lecture 14 : Lagrange Interpolation

Lecture 13 : Functions in Matlab

Lecture 13 : Functions in Matlab

Lecture12 : Inline Function and Bisection Method

Lecture12 : Inline Function and Bisection Method

Lecture 11 : Solving System of Linear Equations

Lecture 11 : Solving System of Linear Equations

Lecture 10 : Addressing Matrix Elements

Lecture 10 : Addressing Matrix Elements

Lecture 09 : Vector Editing

Lecture 09 : Vector Editing

Lecture 08 : Working with Matrix

Lecture 08 : Working with Matrix

Tietze Extension Theorem

Tietze Extension Theorem

Lecture 07 : Nature of Solutions of Quadratic Equation

Lecture 07 : Nature of Solutions of Quadratic Equation

Lecture 06 : While... end Looping in Matlab

Lecture 06 : While... end Looping in Matlab

Lecture 05 : Looping in Matlab - for...end loop

Lecture 05 : Looping in Matlab - for...end loop

Lecture #4 : Branching Theory

Lecture #4 : Branching Theory

Connected Components of a Topological Space

Connected Components of a Topological Space

Picard's Approximate Solutions to First Order Equations

Picard's Approximate Solutions to First Order Equations

Second Countable Spaces

Second Countable Spaces

கற்றாழை செடி

கற்றாழை செடி

Lecture 03 : Branching in Matlab

Lecture 03 : Branching in Matlab

Problem on finding the Evolute

Problem on finding the Evolute

Nonempty Compact Hausdorff Space having NO Isolated Point is Uncountable

Nonempty Compact Hausdorff Space having NO Isolated Point is Uncountable

Compact Topological Spaces Vs Finite Intersection Property

Compact Topological Spaces Vs Finite Intersection Property

Lecture 02 : Simple Matlab Programming

Lecture 02 : Simple Matlab Programming

Lecture 1 : Matlab Build-in Functions

Lecture 1 : Matlab Build-in Functions

Centre of Curvature and Equation of Evolute of Ellipse

Centre of Curvature and Equation of Evolute of Ellipse

Power Series Solution of a Differential Equation with Variable Coefficients

Power Series Solution of a Differential Equation with Variable Coefficients

Radius of Curvature of Parametric Form

Radius of Curvature of Parametric Form

Radius of Curvature : Lecture 2

Radius of Curvature : Lecture 2

Radius of Curvature

Radius of Curvature

Maxima and Minima for function of two variables

Maxima and Minima for function of two variables

Reduction of the Order of Homogeneous Equation

Reduction of the Order of Homogeneous Equation

தென்காசி பூந்தோட்டம்

தென்காசி பூந்தோட்டம்

Continuous Image of a Path Connected Space is Path Connected

Continuous Image of a Path Connected Space is Path Connected

Connected Space Need NOT be Path Connected - Example

Connected Space Need NOT be Path Connected - Example

Maxima and Minima of Functions of Two Variables.

Maxima and Minima of Functions of Two Variables.

அழகு மயில்

அழகு மயில்

Problems on Successive Derivatives : Problem 1

Problems on Successive Derivatives : Problem 1

குற்றாலம் அருவி 17/07/2024

குற்றாலம் அருவி 17/07/2024

அழகு விளையாட்டு...

அழகு விளையாட்டு...

சிங்கவால் குரங்கு குட்டி

சிங்கவால் குரங்கு குட்டி

குற்றால குரங்குகள்...

குற்றால குரங்குகள்...

குருவி விசில்...

குருவி விசில்...

குரங்கு சேட்டை...

குரங்கு சேட்டை...

பழைய குற்றாலம் இன்று...

பழைய குற்றாலம் இன்று...

கடையநல்லூர் குளம்

கடையநல்லூர் குளம்

Iterative Approximation to Circular Shape

Iterative Approximation to Circular Shape

யாழி சிற்பம்

யாழி சிற்பம்

பெரியம்மா வீட்டுத் தோட்டம்...

பெரியம்மா வீட்டுத் தோட்டம்...

கருப்பட்டி மிட்டாய்

கருப்பட்டி மிட்டாய்

Derivative of a Vector Field w.r.t. a vector at p

Derivative of a Vector Field w.r.t. a vector at p

கோவில் திருவிழா

கோவில் திருவிழா

Village Game : செல்லாங்குச்சி

Village Game : செல்லாங்குச்சி

வெள்ளைப்புறா ஒன்று...

வெள்ளைப்புறா ஒன்று...

கடையம் தேரோட்டம் : மிட்டாய் கடை

கடையம் தேரோட்டம் : மிட்டாய் கடை

பழமையான மரக்குகை

பழமையான மரக்குகை

கார்த்திகை பெண்கள் : திருமலைக்கோவில்

கார்த்திகை பெண்கள் : திருமலைக்கோவில்

Colourful ஓணான்ஸ்...

Colourful ஓணான்ஸ்...

Colour Pattern in Sky

Colour Pattern in Sky

அழகிய அருவி

அழகிய அருவி

குதிரையும் ஒட்டகமும்...

குதிரையும் ஒட்டகமும்...

Inner Product Spaces : Lecture 01

Inner Product Spaces : Lecture 01

A Problem on Linear operators

A Problem on Linear operators

Fearless Karthika

Fearless Karthika

The Rank - Nullity Theorem

The Rank - Nullity Theorem

கார்த்திகா Project

கார்த்திகா Project

Contour Integration : Exercise Problems Part3

Contour Integration : Exercise Problems Part3

Complex Integration : Basic Theorems

Complex Integration : Basic Theorems

Contour Integrals : Exercise Problems Part2

Contour Integrals : Exercise Problems Part2

Contour Integration : Exercise Problems Part1

Contour Integration : Exercise Problems Part1

ஆலங்குளம் பாணி-பூரி

ஆலங்குளம் பாணி-பூரி

சாமந்தி பூந்தோட்டம்

சாமந்தி பூந்தோட்டம்

மத்தளம்பறை கார்டன்

மத்தளம்பறை கார்டன்

கோவில் கொடை திருவிழா : Spring Potato

கோவில் கொடை திருவிழா : Spring Potato

நாங்கெல்லாம் யாரு?

நாங்கெல்லாம் யாரு?

Problems on Linearly Independent Sets

Problems on Linearly Independent Sets

Function in Kadayam

Function in Kadayam

Problem on Linearly Independent

Problem on Linearly Independent

Surface of Revolution obtained by rotating a plane Curve

Surface of Revolution obtained by rotating a plane Curve

Cheranmadevi River

Cheranmadevi River

A Problem on Linear Span

A Problem on Linear Span

Example of sequence of discontinuous function whose uniform limit is continuous.

Example of sequence of discontinuous function whose uniform limit is continuous.

Example of a function on R which is continuous at exactly one point #mathematics

Example of a function on R which is continuous at exactly one point #mathematics

Third attempt to upload a shorts video

Third attempt to upload a shorts video

My First Shorts

My First Shorts

A small Example of a Vector Space

A small Example of a Vector Space

A Problem using Fundamental Theorem of Homomorphism

A Problem using Fundamental Theorem of Homomorphism

Fundamental Theorem of Homomorphism

Fundamental Theorem of Homomorphism

Trigonometric Identities : Example 10

Trigonometric Identities : Example 10

சூரசம்ஹாரம், கடையம்

சூரசம்ஹாரம், கடையம்

Completely Regular Spaces

Completely Regular Spaces

Some Results on Normal Spaces

Some Results on Normal Spaces

Urysohn Lemma in Metric Spaces

Urysohn Lemma in Metric Spaces

Metric Spaces : Examples

Metric Spaces : Examples

Partial Differential Equations : Lecture 06

Partial Differential Equations : Lecture 06

Partial Differential Equations : Lecture 05

Partial Differential Equations : Lecture 05

Lagrange's Method : Partial Differential Equations - Lecture 04

Lagrange's Method : Partial Differential Equations - Lecture 04

Lagrange's Method - Partial Differential Equations - Lecture 03

Lagrange's Method - Partial Differential Equations - Lecture 03

PDE Formation by Eliminating arbitrary Functions : Lecture 02

PDE Formation by Eliminating arbitrary Functions : Lecture 02

Partial Differential Equations : Lecture 01

Partial Differential Equations : Lecture 01

Green's Theorem Problem

Green's Theorem Problem

Method of Variation of Parameter : Problems

Method of Variation of Parameter : Problems

Surface Integral : Exercise Problems

Surface Integral : Exercise Problems

Green's Theorem : Exercise Problems - Part 1

Green's Theorem : Exercise Problems - Part 1

Simultaneous Linear Differential Equations : Part II

Simultaneous Linear Differential Equations : Part II

Simultaneous Linear Differential Equations : Part 1

Simultaneous Linear Differential Equations : Part 1

Jacobian : Exercise Problems - Part 2

Jacobian : Exercise Problems - Part 2

Jacobian : Exercise Problems Part1

Jacobian : Exercise Problems Part1

Double Integral Exercise Problems

Double Integral Exercise Problems

Equation of Tangent Plane and Normal Line to the surface at a given point

Equation of Tangent Plane and Normal Line to the surface at a given point

Integrating Factors : Problems - Part II

Integrating Factors : Problems - Part II

Directional Derivatives : Problems

Directional Derivatives : Problems

Integrating Factors : Problems

Integrating Factors : Problems

Unit Normal Vector to the Surface

Unit Normal Vector to the Surface

Problem on Gradient Vector

Problem on Gradient Vector

Exact Differential Equations

Exact Differential Equations

Gradient Vector : Exercise Problems - Part#2

Gradient Vector : Exercise Problems - Part#2

Linear Differential Equations : Exercise Problems - Part 1

Linear Differential Equations : Exercise Problems - Part 1

Gradient Vectors : Exercise Problems

Gradient Vectors : Exercise Problems

Non-Homogeneous Differential Equations : Type 1

Non-Homogeneous Differential Equations : Type 1

Kadayam Kailasanathar - Panjakalyani Amman Temple Kumbabishekam

Kadayam Kailasanathar - Panjakalyani Amman Temple Kumbabishekam

Homogeneous Differential Equations (Exercise Problems ) : Part 2

Homogeneous Differential Equations (Exercise Problems ) : Part 2

Homogeneous Equations : Part I

Homogeneous Equations : Part I

Variable Separable Method : Exercises Problem Part II

Variable Separable Method : Exercises Problem Part II

Variable Separable Method : Exercises Problems

Variable Separable Method : Exercises Problems

De-Movire's Theorem : Problems

De-Movire's Theorem : Problems

Polar Form of Complex Numbers and De-Movire's Theorem

Polar Form of Complex Numbers and De-Movire's Theorem

Introduction to Complex Numbers

Introduction to Complex Numbers

Differential Geometry : Lecture 01

Differential Geometry : Lecture 01

Lecture 01 : Riemann Integration

Lecture 01 : Riemann Integration

Every Regular Space with Countable Basis is Normal

Every Regular Space with Countable Basis is Normal

Urysohn Lemma : Part 1

Urysohn Lemma : Part 1

Sum of Digits of Four Digit Numbers

Sum of Digits of Four Digit Numbers

Product of Connected Spaces with respect to Product Topology

Product of Connected Spaces with respect to Product Topology

Product of Connected Spaces with respect to Box Topology

Product of Connected Spaces with respect to Box Topology

Connected Topological Spaces : Problems

Connected Topological Spaces : Problems

Topology Exercises Problems Part II

Topology Exercises Problems Part II

Complete Metric Spaces : Lecture 04

Complete Metric Spaces : Lecture 04

Complete Metric Spaces : Lecture 03

Complete Metric Spaces : Lecture 03

Complete Metric Spaces : Lecture 02

Complete Metric Spaces : Lecture 02

Complete Metric Spaces : Lecture 01

Complete Metric Spaces : Lecture 01

Constructing Continuous Functions

Constructing Continuous Functions

Topology Lecture 06 : Exercise Problems

Topology Lecture 06 : Exercise Problems

Topology Lecture 05 : Comparison of Topologies Part II

Topology Lecture 05 : Comparison of Topologies Part II

Topology Lecture 04 : Comparison of Topologies

Topology Lecture 04 : Comparison of Topologies

Real Analysis : Rudin Book - Lecture 35

Real Analysis : Rudin Book - Lecture 35

Sequence & Series Lecture 02 : Least Upper Bound and Greatest Lower Bound

Sequence & Series Lecture 02 : Least Upper Bound and Greatest Lower Bound

Sequence & Series Lecture 01 : Bounded Sets

Sequence & Series Lecture 01 : Bounded Sets

Topology Lecture 03 : Basis for a Topology

Topology Lecture 03 : Basis for a Topology

Topology Lecture 02 : Topological Spaces - Examples

Topology Lecture 02 : Topological Spaces - Examples

Topology Lecture 01 : Introduction

Topology Lecture 01 : Introduction

Topology : Course Introduction

Topology : Course Introduction

Sequence & Series : Bounded Sets - Continued

Sequence & Series : Bounded Sets - Continued

Sequence & Series : Bounded Sets in R

Sequence & Series : Bounded Sets in R

Exact Differential Forms : Definition and Examples

Exact Differential Forms : Definition and Examples

Differential Forms : Lecture 2

Differential Forms : Lecture 2

Differential 1-Forms : Introduction and Examples

Differential 1-Forms : Introduction and Examples

Curvature of a Plane Curve

Curvature of a Plane Curve

Weingarten Map : Lecture 1

Weingarten Map : Lecture 1

Line Integral : Exercise Problems Part III

Line Integral : Exercise Problems Part III

Line Integral : Exercise Problems Part II

Line Integral : Exercise Problems Part II

Line Integrals : Exercise Problems Part I

Line Integrals : Exercise Problems Part I

Double Integral : Exercises - Part 1

Double Integral : Exercises - Part 1

MATLAB Programming - Lecture 06

MATLAB Programming - Lecture 06

MATLAB Programming - Lecture 05

MATLAB Programming - Lecture 05

MATLAB Programming - Lecture 04

MATLAB Programming - Lecture 04

MATLAB Programming - Lecture 03

MATLAB Programming - Lecture 03

MATLAB Programming : Lecture 02

MATLAB Programming : Lecture 02

MATLAB Programming : Lecture 1

MATLAB Programming : Lecture 1

Real Analysis : Rudin Book - Lecture 53

Real Analysis : Rudin Book - Lecture 53

Real Analysis : Rudin Book - Lecture 52

Real Analysis : Rudin Book - Lecture 52

Real Analysis : Rudin Book - Lecture 51

Real Analysis : Rudin Book - Lecture 51

Real Analysis : Rudin Book - Lecture 50

Real Analysis : Rudin Book - Lecture 50

Real Analysis : Rudin Book - Lecture 49

Real Analysis : Rudin Book - Lecture 49

Real Analysis : Rudin Book - Lecture 48

Real Analysis : Rudin Book - Lecture 48

Real Analysis : Rudin Book - Lecture 46

Real Analysis : Rudin Book - Lecture 46

Real Analysis : Rudin Book - Lecture 45

Real Analysis : Rudin Book - Lecture 45

Real Analysis : Rudin Book - Lecture 44

Real Analysis : Rudin Book - Lecture 44

Real Analysis : Rudin Book - Lecture 43

Real Analysis : Rudin Book - Lecture 43

Real Analysis : Rudin Book - Lecture 42

Real Analysis : Rudin Book - Lecture 42

Real Analysis : Rudin Book - Lecture 41

Real Analysis : Rudin Book - Lecture 41

Real Analysis : Rudin Book - Lecture 40

Real Analysis : Rudin Book - Lecture 40

Equivalent Characterization of Compactness - Part 3

Equivalent Characterization of Compactness - Part 3

Equivalent Characterization of Compactness - Part 2

Equivalent Characterization of Compactness - Part 2

Real Analysis : Rudin Book - Lecture 39

Real Analysis : Rudin Book - Lecture 39

Equivalent Characterization of Compactness - Part 1

Equivalent Characterization of Compactness - Part 1

Real Analysis : Rudin Book - Lecture 38

Real Analysis : Rudin Book - Lecture 38

Comparison Test Problems - Part 1

Comparison Test Problems - Part 1

Totally Bounded Metric Spaces

Totally Bounded Metric Spaces

Finite Intersection Property and Compactness (B.Sc. Modern Analysis)

Finite Intersection Property and Compactness (B.Sc. Modern Analysis)

Real Analysis : Rudin Book - Lecture 37

Real Analysis : Rudin Book - Lecture 37

Compact Sets and Continuity

Compact Sets and Continuity