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Study Material
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Video Lecture -01
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Video Lecture -02
Tutors
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Kumar Sir
PROGRAM OVERVIEW
Hello Students ,
This is Full Course Package of Recorded Lectures of Linear Algebra and Abstract Algebra , by Kumar Sir
He is teaching Mathematics of Degree classes since 1995 , having a lot of experience he has produced a number of Gold medalist in Mathematics , Many students of him are professor/Teachers in Various Universities and colleges.
Features
• PDF Notes /study material which student can download.
• Chapterwise Video Lectures with full explanations.
After buying this program download Our App https://goo.gl/TRMABp and Login using your e-mail I.D. and password and to get Live Class go to Today's Class . You may also join classes through www.kumarmathsclasses.com on Laptop/desktop
For More details reach us at : 9415085985 (whatsApp ), 9839362076.
CURRICULUM
Chapter -01 : Basic Concepts
Chapter- 02 : Group of Automorphism
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Study Material
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Video Lecture -01
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Video Lecture -02
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Video Lecture -03
Chapter -03 : Conjugate elements
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Study Material
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Video Lecture -01
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Video Lecture -02
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Video Lecture -
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Video Lecture -04
Chapter-04 : Ring Theory
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Study Material
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Video Lecture -01
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Video Lecture -02
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Video Lecture -03
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Video Lecture -04
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Video Lecture -05
Chapter-05 ; Ring of Polynomials
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Study Material
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Video Lecture -
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Video Lecture -02
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Video Lecture -03
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Video Lecture -04
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Video Lecture -05
Chapter - 06 : Vector Space
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Study Material
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Video Lecture -01
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Video Lecture -02
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Video Lecture -03
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Video Lecture -04
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Video Lecture -05
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Video Lecture -06
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Video Lecture -07
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Video Lecture -08
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Video Lecture -09
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Video Lecture -10
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Video Lecture -11
Chapter - 07 : Linear Transformations
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Study Material
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Solutions
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Video Lecture -01
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Video Lecture -02
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Video Lecture -03
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Video Lecture -04
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Video Lecture -05
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Video Lecture -06
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Video Lecture -07
Chapter -08 : Eigen Values and Eigen Vectors
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Chapter -09 : Inner Product Spaces
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Study Material
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Video Lecture - 01 ( Inner product Spaces )
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Video Lecture - 02 ( Examples and Norm with Cauchy Schwarz inequality )
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Video Lecture -03 ( Orthogonality )
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Video Lecture -04 ( Gram Schmidt Orthogonalization Process )
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Video Lecture -05 ( Bessel's inequalities and projection Theorem )
Chapter -10 : Bilinear and Quadratics forms
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Study Material
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Video Lecture -01
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Video Lecture -02
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Video Lecture -03