Канал: MatheMajestic

Exercise 12.1(Q1,2) | Area related to circle| 10th class Maths |chapter 12| NCERT| CBSE| Board exams

Exercise 12.1(Q1,2) | Area related to circle| 10th class Maths |chapter 12| NCERT| CBSE| Board exams

Class10 Maths Chapter 11| Constructions| Board Exam 10th MATHS| Exercise 11.1 class 10 maths| NCERT

Class10 Maths Chapter 11| Constructions| Board Exam 10th MATHS| Exercise 11.1 class 10 maths| NCERT

Class 10 maths chapter 11|Constructions|class 10 - chapter 11 | Exercise 11.1 class 10 maths| NCERT

Class 10 maths chapter 11|Constructions|class 10 - chapter 11 | Exercise 11.1 class 10 maths| NCERT

Algorithm & Flowchart for finding greatest among three numbers #algorithms #flowchart #Clanguage

Algorithm & Flowchart for finding greatest among three numbers #algorithms #flowchart #Clanguage

Algorithm & Flowchart for finding a number is prime or not #algorithm #flowchart #primenumberalgo

Algorithm & Flowchart for finding a number is prime or not #algorithm #flowchart #primenumberalgo

Algorithm and flowchart for finding the factorial of a number #factorial_algo #algorithm #flowchart

Algorithm and flowchart for finding the factorial of a number #factorial_algo #algorithm #flowchart

Algorithm and flowchart for finding the sum of two numbers #algorithm #flowchart

Algorithm and flowchart for finding the sum of two numbers #algorithm #flowchart

Gauss Seidal method||Numerical method||solution of simultaneous linear equations#gauss_seidalmethod

Gauss Seidal method||Numerical method||solution of simultaneous linear equations#gauss_seidalmethod

Relaxation method || Numerical method || solution of simultaneous linear equations#relaxationmethod

Relaxation method || Numerical method || solution of simultaneous linear equations#relaxationmethod

Lecture 4- Mode of Binomial Distribution||Probability Distribution#probability #binomialdistribution

Lecture 4- Mode of Binomial Distribution||Probability Distribution#probability #binomialdistribution

Jacobi Method||Numerical method||Iterative method for simultaneous linear equations#Jacobimethod

Jacobi Method||Numerical method||Iterative method for simultaneous linear equations#Jacobimethod

LU Decomposition method || Triangularization method || Numerical method #BSC_BTECH_BAMaths

LU Decomposition method || Triangularization method || Numerical method #BSC_BTECH_BAMaths

Cholesky method||Square root method||Numerical method to solve simultaneous linear equations#BScmath

Cholesky method||Square root method||Numerical method to solve simultaneous linear equations#BScmath

Gauss Jordan method || Numerical method for solving simultaneous linear equations#BA_BSc_BTechmaths

Gauss Jordan method || Numerical method for solving simultaneous linear equations#BA_BSc_BTechmaths

Gauss Elimination Method || Numerical method||solution of simultaneous linear equations #BA_BScmaths

Gauss Elimination Method || Numerical method||solution of simultaneous linear equations #BA_BScmaths

Crout's Method || Numerical method to solve simultaneous linear equations #BA_BSc_ Maths

Crout's Method || Numerical method to solve simultaneous linear equations #BA_BSc_ Maths

Lecture 8- Equation solvable for p||Exercise2.1||eq of first order,not of first degree #ODE#BScmaths

Lecture 8- Equation solvable for p||Exercise2.1||eq of first order,not of first degree #ODE#BScmaths

Lecture 7 - Equation solvable for p || Exercise 2.1 || eq of first order ,not of first degree #ODE

Lecture 7 - Equation solvable for p || Exercise 2.1 || eq of first order ,not of first degree #ODE

Lecture 6 - Exact Differential Equation || Integrating Factor- Rule 5 || Exercise 1.7 || ODE

Lecture 6 - Exact Differential Equation || Integrating Factor- Rule 5 || Exercise 1.7 || ODE

Lecture 5 - Exact Differential Equation || Integrating Factor- Rule 3 & 4 || Exercise 1.5 & 1.6 ODE

Lecture 5 - Exact Differential Equation || Integrating Factor- Rule 3 & 4 || Exercise 1.5 & 1.6 ODE

Lecture 4 - Exact Differential Equation || Integrating Factor - Rule 1& 2 || Exercise 1.3 & 1.4 ODE

Lecture 4 - Exact Differential Equation || Integrating Factor - Rule 1& 2 || Exercise 1.3 & 1.4 ODE

Lecture 3 - Exact Differential Equation || Integrating Factor || Exercise 1.2 || ODE

Lecture 3 - Exact Differential Equation || Integrating Factor || Exercise 1.2 || ODE

Lecture 2 - Solution of Exact Differential Equation || Exercise 1.1 || ODE || B.A./B.Sc./ M.Sc

Lecture 2 - Solution of Exact Differential Equation || Exercise 1.1 || ODE || B.A./B.Sc./ M.Sc

Lecture 1 - Exact Differential Equation || Necessary & Sufficient condition || Definition #ODE#maths

Lecture 1 - Exact Differential Equation || Necessary & Sufficient condition || Definition #ODE#maths

Lecture 3- Binomial Distribution ||Recurrence Relation||Renovsky Formula #probabilitydistribution

Lecture 3- Binomial Distribution ||Recurrence Relation||Renovsky Formula #probabilitydistribution

Lecture 2- Binomial Distribution || Probability Distributions || Mean & Variance || Moments

Lecture 2- Binomial Distribution || Probability Distributions || Mean & Variance || Moments

Lecture 1- Discrete Uniform & Bernoulli Distribution || Probability Distributions || Mean & Variance

Lecture 1- Discrete Uniform & Bernoulli Distribution || Probability Distributions || Mean & Variance

Lecture 3 - Open set || Definition || Important theorems || Real Analysis @ Mathemajestic

Lecture 3 - Open set || Definition || Important theorems || Real Analysis @ Mathemajestic

Lecture 2 - Interior of a set || Important theorem on interior set || Real Analysis

Lecture 2 - Interior of a set || Important theorem on interior set || Real Analysis

Lecture 1 - Open and Closed sphere of a metric space,Interior point,Nbh of a point,Real Analysis

Lecture 1 - Open and Closed sphere of a metric space,Interior point,Nbh of a point,Real Analysis

Lecture 6 - Solutions of Solid Geometry || The Conicoid || Paraboloids || Exercise 9.6

Lecture 6 - Solutions of Solid Geometry || The Conicoid || Paraboloids || Exercise 9.6

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MatheMajestic Live Stream

Solid Geometry # Sphere # Great circle of a sphere # B.A./B.Sc./M.Sc.

Solid Geometry # Sphere # Great circle of a sphere # B.A./B.Sc./M.Sc.

Lecture 5 - Solutions of Solid Geometry || The Conicoid ||Plane section of a Conicoid|| Exercise 9.5

Lecture 5 - Solutions of Solid Geometry || The Conicoid ||Plane section of a Conicoid|| Exercise 9.5

Lecture 4 - Solutions of Solid Geometry || The Conicoid || Enveloping Cone & Cylinder|| Exercise 9.4

Lecture 4 - Solutions of Solid Geometry || The Conicoid || Enveloping Cone & Cylinder|| Exercise 9.4

Lecture 3 - Solutions of Solid Geometry || The Conicoid || Exercise 9.3 || B.A./B.Sc./M.Sc.

Lecture 3 - Solutions of Solid Geometry || The Conicoid || Exercise 9.3 || B.A./B.Sc./M.Sc.

Lecture 2 - Solutions of Solid Geometry || The Conicoid || Exercise 9.2 || B.A./B.Sc./M.Sc.

Lecture 2 - Solutions of Solid Geometry || The Conicoid || Exercise 9.2 || B.A./B.Sc./M.Sc.

Lecture 1 - Solutions of Solid Geometry || The Conicoid || Exercise 9.1 || B.A./B.Sc./M.Sc.

Lecture 1 - Solutions of Solid Geometry || The Conicoid || Exercise 9.1 || B.A./B.Sc./M.Sc.

Lecture 10- Solutions of Solid Geometry#Sphere#Exercise 6.9 #Co-axal system of spheres# B.A./B.Sc.-1

Lecture 10- Solutions of Solid Geometry#Sphere#Exercise 6.9 #Co-axal system of spheres# B.A./B.Sc.-1

Lecture 9 - Solutions of Solid Geometry # Sphere # Exercise 6.8 # Orthogonal spheres # B.A./B.Sc.-1

Lecture 9 - Solutions of Solid Geometry # Sphere # Exercise 6.8 # Orthogonal spheres # B.A./B.Sc.-1

Lecture 8- Solutions of Solid Geometry || Sphere || Exercise 6.7 || B.A./B.Sc.-1|| eq.of polar plane

Lecture 8- Solutions of Solid Geometry || Sphere || Exercise 6.7 || B.A./B.Sc.-1|| eq.of polar plane

Lecture 7 - Solutions of Solid Geometry || Sphere || Exercise 6.6 || Part - 2 || B.A./B.Sc.-1

Lecture 7 - Solutions of Solid Geometry || Sphere || Exercise 6.6 || Part - 2 || B.A./B.Sc.-1

Lecture 6 - Solutions of Solid Geometry || Sphere || Exercise 6.6 || Part - 1 || B.A./B.Sc.-1

Lecture 6 - Solutions of Solid Geometry || Sphere || Exercise 6.6 || Part - 1 || B.A./B.Sc.-1

Lecture 5 - Solutions of Solid Geometry # Sphere # Exercise 6.5 # B.A./ B.Sc.-1

Lecture 5 - Solutions of Solid Geometry # Sphere # Exercise 6.5 # B.A./ B.Sc.-1

Mathematics online coaching

Mathematics online coaching

Lecture 4 - Solutions of Solid Geometry || Sphere || Exercise 6.4 || B.A./B.Sc./ M.Sc.

Lecture 4 - Solutions of Solid Geometry || Sphere || Exercise 6.4 || B.A./B.Sc./ M.Sc.

Lecture 3 - Solutions of Solid Geometry || Sphere || Exercise 6.3 || B.A./B.Sc.-1

Lecture 3 - Solutions of Solid Geometry || Sphere || Exercise 6.3 || B.A./B.Sc.-1

Lecture 2 - Solutions of Solid Geometry # Sphere # Exercise 6.2 # B.A/B.Sc/M.Sc

Lecture 2 - Solutions of Solid Geometry # Sphere # Exercise 6.2 # B.A/B.Sc/M.Sc

Lecture 3 - Algebra of Matrices,Operations on Matrices,Matrix eq,11th,12th,BBA,BCA,BCOM,BTECH etc.

Lecture 3 - Algebra of Matrices,Operations on Matrices,Matrix eq,11th,12th,BBA,BCA,BCOM,BTECH etc.

Lecture 1 - Solutions of Solid Geometry || Sphere || Exercise 6.1

Lecture 1 - Solutions of Solid Geometry || Sphere || Exercise 6.1

Lecture 4 - Solid Geometry || Sphere || Four point form of Eq. of sphere || B.A./B.Sc.-1 || Examples

Lecture 4 - Solid Geometry || Sphere || Four point form of Eq. of sphere || B.A./B.Sc.-1 || Examples

Lecture 3 - Solid Geometry || Sphere || Touching Spheres || cocept and examples || B.A./B.Sc.-1

Lecture 3 - Solid Geometry || Sphere || Touching Spheres || cocept and examples || B.A./B.Sc.-1

Lecture 2 - Solid Geometry || Sphere || examples of Ex.6.1|| B.A/B.Sc.-1

Lecture 2 - Solid Geometry || Sphere || examples of Ex.6.1|| B.A/B.Sc.-1

Lectute 1 - Solid Geometry || Sphere || Definition & equation of sphere#solidGeometry#sphere

Lectute 1 - Solid Geometry || Sphere || Definition & equation of sphere#solidGeometry#sphere

Uniform continuity of complex function#complxanalysis #uniform_continuity#maths_bsc_msc

Uniform continuity of complex function#complxanalysis #uniform_continuity#maths_bsc_msc

Lecture 1- Analytical Number Theory ||distribution of primes||M.Sc. Mathematics, B.Sc.

Lecture 1- Analytical Number Theory ||distribution of primes||M.Sc. Mathematics, B.Sc.

Matrices-Symmetric,Skew- Symmetric,Hermitian,Skew- Hermitian,Definition and examples

Matrices-Symmetric,Skew- Symmetric,Hermitian,Skew- Hermitian,Definition and examples

Mathematics online coaching classes,maths tution,online Mathematics coaching

Mathematics online coaching classes,maths tution,online Mathematics coaching

Lecture 2- Algebra of Matrices,Construction of Matrices,for classes 12th,BBA ,BCA,BCom,BTech,etc

Lecture 2- Algebra of Matrices,Construction of Matrices,for classes 12th,BBA ,BCA,BCom,BTech,etc

Lecture 1- Algebra of Matrices,Definition & types of matrices, class12th,BBA,BCA, B.Com,Engineering

Lecture 1- Algebra of Matrices,Definition & types of matrices, class12th,BBA,BCA, B.Com,Engineering

Lecture 3-Calculus of Complex Function, Differentiability & continuity of complex function#bscmaths

Lecture 3-Calculus of Complex Function, Differentiability & continuity of complex function#bscmaths

Lecture 2-Calculus of complex function,continuity,uniform continuity & differentiability #complex ft

Lecture 2-Calculus of complex function,continuity,uniform continuity & differentiability #complex ft

Lecture 1-Complex function and limit of complex function, B.A./B.Sc/ M.Sc.Mathematics#complxfunction

Lecture 1-Complex function and limit of complex function, B.A./B.Sc/ M.Sc.Mathematics#complxfunction

Lecture 15- Integral Closure,Dedekind theorem of algebraic fields and related important lemma

Lecture 15- Integral Closure,Dedekind theorem of algebraic fields and related important lemma

Lecture 14- Integral Closure, Ramification,inverse of D,Different of algebraic field & N(D)=|d^k|

Lecture 14- Integral Closure, Ramification,inverse of D,Different of algebraic field & N(D)=|d^k|

Lecture 7- Algebraic Number Fields,theorems on algebraic number & its minimal polynomial

Lecture 7- Algebraic Number Fields,theorems on algebraic number & its minimal polynomial

Lecture 6- Algebraic Number Fields,theorems on algebraic number and its minimal polynomial

Lecture 6- Algebraic Number Fields,theorems on algebraic number and its minimal polynomial

Lecture 5- #Algebraic number fields, #theorems on minimal polynomial of algebraic number#M.Sc. Maths

Lecture 5- #Algebraic number fields, #theorems on minimal polynomial of algebraic number#M.Sc. Maths

Lecture 13- Integral Closure,Chinese Remainder theorem,order of ideals & theorems on norm of ideals

Lecture 13- Integral Closure,Chinese Remainder theorem,order of ideals & theorems on norm of ideals

Lecture 4- Algebraic number fields,Theorem on primitive elements,M.Sc.-2,unit-2

Lecture 4- Algebraic number fields,Theorem on primitive elements,M.Sc.-2,unit-2

Lecture 8- Construction of analytic function by Milne Thompson's & Exact differential method,BA/BSc3

Lecture 8- Construction of analytic function by Milne Thompson's & Exact differential method,BA/BSc3

Lecture 3- Algebraic number fields,definition and degree of algebraic field Q(a),M.Sc.2,unit2

Lecture 3- Algebraic number fields,definition and degree of algebraic field Q(a),M.Sc.2,unit2

Lecture 2- Algebraic Numbers & examples of transcedental numbers,#M.Sc.-2 Maths,unit-2

Lecture 2- Algebraic Numbers & examples of transcedental numbers,#M.Sc.-2 Maths,unit-2

Lecture 7- Analytic function & construction of analytic function by Milne Thompson's method,BA/BSc3

Lecture 7- Analytic function & construction of analytic function by Milne Thompson's method,BA/BSc3

Lecture 6 - Analytic functions, condition for analyticity and examples,B.A./B.Sc.-3

Lecture 6 - Analytic functions, condition for analyticity and examples,B.A./B.Sc.-3

Lecture 5- Analytic functions, Harmonic functions & Orthogonal System in complex variables,BA/BSc3

Lecture 5- Analytic functions, Harmonic functions & Orthogonal System in complex variables,BA/BSc3

Lecture 4 -Analytic functions & its sufficient condition, C.R.equations in Polar form B.A./B.Sc.-3

Lecture 4 -Analytic functions & its sufficient condition, C.R.equations in Polar form B.A./B.Sc.-3

Lecture 1- Algebraic Numbers, Liouville's theorem & transcedental numbers#M.Sc.-2 Maths,unit-2

Lecture 1- Algebraic Numbers, Liouville's theorem & transcedental numbers#M.Sc.-2 Maths,unit-2

Lecture 3- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 3- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 2- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 2- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 1- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 1- Analytic functions & C.R. equations for analyticity in complex variables,B.A./B.Sc.-3

Lecture 2 - Chinese Remainder Theorem & its applications in Number Theory,B.A./B.Sc.-1/M.Sc

Lecture 2 - Chinese Remainder Theorem & its applications in Number Theory,B.A./B.Sc.-1/M.Sc

Lecture 1- Chinese Remainder Theorem & its applications in Number Theory,B.A./B.Sc.-1/M.Sc

Lecture 1- Chinese Remainder Theorem & its applications in Number Theory,B.A./B.Sc.-1/M.Sc

Lecture 4 - Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1/M.Sc. Mathematics

Lecture 4 - Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1/M.Sc. Mathematics

Lecture 3 - Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1/M.Sc. Mathematics

Lecture 3 - Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1/M.Sc. Mathematics

Lecture 2 - Wilson's theorem,its converse & applications in Number Theory, B.A./B.Sc.-1

Lecture 2 - Wilson's theorem,its converse & applications in Number Theory, B.A./B.Sc.-1

Lecture 1- Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1, M.sc.Mathematics

Lecture 1- Wilson's theorem & its applications in Number Theory, B.A./B.Sc.-1, M.sc.Mathematics

Lecture 12 - Integral Closure, GCD & LCM of ideals in algebraic number theory

Lecture 12 - Integral Closure, GCD & LCM of ideals in algebraic number theory

Lecture 11 - Integral Closure, GCD & LCM of ideals in algebraic number theory

Lecture 11 - Integral Closure, GCD & LCM of ideals in algebraic number theory

Lecture 10 - Integral Closure, Fractional ideals and unique factorization in Q(k) algebraic field.

Lecture 10 - Integral Closure, Fractional ideals and unique factorization in Q(k) algebraic field.

Lecture 4 - Fermat's theorem & its applications in Number Theory,B.A./B.Sc. 1

Lecture 4 - Fermat's theorem & its applications in Number Theory,B.A./B.Sc. 1

Lecture 3 - Fermat's theorem & its applications in Number Theory,B.A./B.Sc. 1

Lecture 3 - Fermat's theorem & its applications in Number Theory,B.A./B.Sc. 1

Lecture 2- Fermat's theorem & its applications,Number theory,B.A./B.Sc. 1

Lecture 2- Fermat's theorem & its applications,Number theory,B.A./B.Sc. 1

Lecture 1- Fermat's theorem & its applications,B.A./B.Sc.1

Lecture 1- Fermat's theorem & its applications,B.A./B.Sc.1

Lecture 1- Linear Diophantine equations, its solution and related theorems

Lecture 1- Linear Diophantine equations, its solution and related theorems

Lecture 6 - Mobius Transformation & Inverse Points, B.Sc/B.A.-3,M.Sc.Maths

Lecture 6 - Mobius Transformation & Inverse Points, B.Sc/B.A.-3,M.Sc.Maths

Lecture 5 - Mobius Transformation & Cross Ratio in Complex Analysis, B.Sc/B.A.-3,M.Sc.Maths

Lecture 5 - Mobius Transformation & Cross Ratio in Complex Analysis, B.Sc/B.A.-3,M.Sc.Maths

Lecture 4 - Mobius Transformation & Fixed Points (Invariant Points), B.Sc/B.A.-3,M.Sc.Maths

Lecture 4 - Mobius Transformation & Fixed Points (Invariant Points), B.Sc/B.A.-3,M.Sc.Maths

Lecture 3 - Mobius Transformation & Fixed Points (Invariant Points),B.Sc/B.A.3,M.Sc.Maths

Lecture 3 - Mobius Transformation & Fixed Points (Invariant Points),B.Sc/B.A.3,M.Sc.Maths

Lecture 2- Mobius Transformation & Fixed Points (Invariant Points), B.Sc/B.A.-3,M.Sc.Maths

Lecture 2- Mobius Transformation & Fixed Points (Invariant Points), B.Sc/B.A.-3,M.Sc.Maths

Lecture 1- Mobius Transformation(Bilinear Transformation) and Critical Points in Complex Analysis

Lecture 1- Mobius Transformation(Bilinear Transformation) and Critical Points in Complex Analysis

Lecture 3 - Linear Diophantine equations, its solution and related theorems

Lecture 3 - Linear Diophantine equations, its solution and related theorems

Lecture 2- Linear Diophantine equations, its solution and related theorems

Lecture 2- Linear Diophantine equations, its solution and related theorems

Lecture 3 - Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 3 - Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 2 - Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 2 - Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 1- Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 1- Linear Congruences and its important theorems in number theory ,B.A./B.Sc.-1

Lecture 9 - Integral Closure, Fractional ideal and unique factorization in Q(k) algebraic field.

Lecture 9 - Integral Closure, Fractional ideal and unique factorization in Q(k) algebraic field.

Lecture 3 - Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 3 - Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 2- Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 2- Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 1- Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 1- Congruences and related theorems in Number Theory ,B.A./B.Sc.- 1

Lecture 04 - Norms & Traces, Non- degenerate Bilinear mappings and Existence of Integral bases

Lecture 04 - Norms & Traces, Non- degenerate Bilinear mappings and Existence of Integral bases

Conformal Mappings in Complex Analysis,its necessary & sufficient condition and examples

Conformal Mappings in Complex Analysis,its necessary & sufficient condition and examples

Lecture 5 - Euler's function ( phi-function) and its examples in number theory B.Sc./B.A.1

Lecture 5 - Euler's function ( phi-function) and its examples in number theory B.Sc./B.A.1

Lecture 4 - Euler's function ( phi-function) and its examples in number theory B.Sc./B.A.1

Lecture 4 - Euler's function ( phi-function) and its examples in number theory B.Sc./B.A.1

Lecture 3 - Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture 3 - Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture 2 - Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture 2 - Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture 1- Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture 1- Euler's function ( phi-function) and its properties in number theory B.Sc./B.A.1

Lecture - 03 Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture - 03 Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture 8 - Integral Closure, Fractional ideal and unique factorization in Q(k) algebraic field.

Lecture 8 - Integral Closure, Fractional ideal and unique factorization in Q(k) algebraic field.

Lecture 7-Integral Closure, Dedekind Domain and examples,PID is a Dedekind domain,converse not true

Lecture 7-Integral Closure, Dedekind Domain and examples,PID is a Dedekind domain,converse not true

Lecture 3- Elementary mappings and their important transformations in Complex Analysis

Lecture 3- Elementary mappings and their important transformations in Complex Analysis

Lecture 2- Elementary mappings and their important transformations in Complex Analysis

Lecture 2- Elementary mappings and their important transformations in Complex Analysis

Lecture 1- Elementary mappings and their important transformations in Complex Analysis B.Sc/B.A.3

Lecture 1- Elementary mappings and their important transformations in Complex Analysis B.Sc/B.A.3

Lecture 6 - Integral Closure, Notherian Rings and its characterization in algebraic number theory

Lecture 6 - Integral Closure, Notherian Rings and its characterization in algebraic number theory

Lecture 5 - Integral Closure, Notherian Rings and its characterization in algebraic number theory

Lecture 5 - Integral Closure, Notherian Rings and its characterization in algebraic number theory

Lecture 4 - Integral Closure of a field in algebraic number theory,Q(k) is integrally Closed

Lecture 4 - Integral Closure of a field in algebraic number theory,Q(k) is integrally Closed

Lecture 3 - Integral Closure of a field in algebraic number theory and Field of quotients

Lecture 3 - Integral Closure of a field in algebraic number theory and Field of quotients

Lecture 2 - Integral Closure of a field in algebraic number theory and Field of quotients

Lecture 2 - Integral Closure of a field in algebraic number theory and Field of quotients

Lecture 1- Integral Closure of a field in algebraic number theory, post-graduation Mathematics

Lecture 1- Integral Closure of a field in algebraic number theory, post-graduation Mathematics

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Lecture 4 - Important functions of number theory, F.Merten's Lemma and Mobius Inversion Formula

Lecture 4 - Important functions of number theory, F.Merten's Lemma and Mobius Inversion Formula

Lecture 3 - Important functions of number theory, Mobius function of n and its properties

Lecture 3 - Important functions of number theory, Mobius function of n and its properties

Lecture 2 - Important functions of Number Theory, Divisor function of n and sigma function of n

Lecture 2 - Important functions of Number Theory, Divisor function of n and sigma function of n

Lecture 1- Important functions of Number Theory ,Highest power of a prime contained in n!

Lecture 1- Important functions of Number Theory ,Highest power of a prime contained in n!

Lecture 3- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 3- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 2- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 2- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 1- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 1- Complete Residue System (mod m)& Reduced Residue System(mod m)

Lecture 15 - Norms & traces, discriminants of algebraic number fields, sign of discriminant

Lecture 15 - Norms & traces, discriminants of algebraic number fields, sign of discriminant

Lecture 14 - Norms & traces in algebraic number fields, explicit construction of integral bases

Lecture 14 - Norms & traces in algebraic number fields, explicit construction of integral bases

Lecture 13 - Norms & traces, explicit construction of integral bases and finding the discriminant

Lecture 13 - Norms & traces, explicit construction of integral bases and finding the discriminant

Lecture 12 - Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture 12 - Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture 11 - Norms & traces, Ideals in the ring of algebraic integer, Stickelberger's criterion

Lecture 11 - Norms & traces, Ideals in the ring of algebraic integer, Stickelberger's criterion

Lecture 10 - Norms and Traces in Algebraic Number Field, Integral bases of Q square root of D

Lecture 10 - Norms and Traces in Algebraic Number Field, Integral bases of Q square root of D

Lecture 09 - Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture 09 - Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture 08- Norms and Traces in Algebraic number fields, discriminant in terms of minimal polynomial

Lecture 08- Norms and Traces in Algebraic number fields, discriminant in terms of minimal polynomial

Lecture 07 - Norms and Traces in Algebraic Number fields,discriminant of algebraic number fields

Lecture 07 - Norms and Traces in Algebraic Number fields,discriminant of algebraic number fields

Lecture 06 - Norms and Traces in Algebraic Number Field, discriminant of algebraic number field

Lecture 06 - Norms and Traces in Algebraic Number Field, discriminant of algebraic number field

Lecture - 05, Norms and Traces in Algebraic Number fields, discriminant of algebraic number fields

Lecture - 05, Norms and Traces in Algebraic Number fields, discriminant of algebraic number fields

Lecture - 02 Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Lecture - 02 Norms and Traces in Algebraic Number Field, Graduation & post-graduation Mathematics

Norms and Traces in Algebraic Number Field Lecture 01, Graduation & post-graduation Mathematics

Norms and Traces in Algebraic Number Field Lecture 01, Graduation & post-graduation Mathematics