As I am here as a DMS educator , I would say , I have won maths olympiad state level once at 12th standard, I have interned with HP.

Chinmaya Sahoo

Discrete Mathematics is one of the most important part for any gate aspirants. It covers as much as 14-15 % of the total syllabus. It is very easy to understand the concepts and learn discrete mathematics.

GATE (Graduate Aptitude Test in Engineering) 2020 & 2021 complete preparation with best educators. Know about the detailed syllabus, best books, exam pattern and dates, previous year question papers a

GATE - Iconic Pro

English

Discrete Mathematics

Crash Course

Engineering Mathematics

GA, GS and Mathematics

GATE & ESE - ME & CH

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

Proposition and proportional logic.
Here we have talked about the proposition and compound proportion connected with some logical operation and we have doscussed all the logic operation with very interesting example  so that it will be very easy to understand

Propositions

The basic concepts of relation and cartesian product .

Relation

What's a function ? How is a function different from a relation. What are the conditions for a relation to be a function . How to find out the domain. I have explained it by taking very simple examples ,and I hope you like them.

Relation and Function

Set (1) we have discussed here what are sets , elements , types of set notation, cardinality of a set , finite set , infinite set, equality of a set, ven-diagram, subsets , proper subsets.

Set Theory

Intersection ,union , problems related to intersection and union , complement of a set , miscellaneous problem, venn diagram .

Set Theory Part 2

We have discussed here the six properties of relation with suitable examples . We have discussed here
 1-reflexive
2-irreflexive
3-symmetric 
4-assymmetic 
5-antisymmetric
6-transitive relation

Relation and their properties

We have discussed all the basics of posets , hasse diagram, least and greatest element, lower bound upper bound, greatest lower bound, least upper bound. And we have solved some examples which will help you to understand the hasse diagram.

Posets

We have discussed here what is a lattice, greatest lower pound, lower upper bound, how can we determine if it is a lattice or not, some examples of lattice . How it can be modified so that the poset will be a lattice.

Lattice

We have discussed what is a group? Differ properties it should follow to be a group namely - associative, existtance of indentity and inverse and commutativeness. Some properties of groups. Closure property. What are sub-groups, Lagrange Theorem, and Normal sub group.

Groups

We have discussed here What is homomorphism. Theorems on homomerphism. Kernel of a function  and image of a function.

Groups - Homomorphism

We have discussed here, what is graph?  Type of graphs, Connected graph, Tree, Spanning tress, How to form minimum weight spanning tree with the help of Krystal's Algorithm. And done some examples.

Graph Theory

We have discussed here, what is determinant?  What is square matrix . We have also discussed how to find 2X2 matrix and also how to find 3X3 matrix . And some examples.

Determinants

We have discussed here, what is matrix.
Different kinds of matrix, matrix addition , matrix subtraction, matrix multiplication with some examples.

Matrices

We have discussed here, what is inverse of a matrix, identity matrix, how to find out inverse of 2X2 matrix, overview of matrix multiplication and determinat. And we have discussed here the simplest way to solve the inverse of the matrix.

Inverse of a matrix

We have discussed here, what's linear equation. And how to find the solution of the libear equation. We have discussed here two ways to find them, 1-substitution of linear equation and find the solution 
2- addition of linear equation and find the solution.

Linear Equations

We have discussed here what is eigen value , eigen vector. What is the role of eigen value and eigen vector in a given vector. How to find out eigen value and eigen vector.

Eigen value and eigen vectors

Hey guys, myself Ruchi Singh.
I have completed my graduation (BE in ECE) 
YouTube channel :StudyECE 

Ruchi Singh Lodhi

In this course, the educator discusses concepts based on Advanced Mathematics for GATE(Mathematics).

(Hindi) Advanced Mathematics for GATE(Mathematics)

5+ years of Teaching Experience. Cleared NTA-UGC NET & GATE. YouTuber Online Video Tutorials providing daily Job Updates.

Dileep Kumar Verma

In this course, Dileep shares his short notes and with the help of that quick revision, lessons are made on each topics of Engineering Mathematics. 
These short notes will be handy even for last minute revision. Complete Courses of all these topics are made separately both in Hindi and English.

(Hindi) Complete Engineering Mathematics from Short Notes

I am an E&Tc Engineer, technical freelancer, I like to teach, write, explore new places. 

Vinod Singh Jadon

The course of Engineering Mathematics focuses on GATE and other competitive exams for all Engineers. All the key concepts of Engineering Mathematics has been covered along with examples. This course aims a quick and effective
revision of the subject.

(Hindi) Crash Course | Engineering Mathematics for GATE

Major in Electrical Engineering from IIT-K. A DPSite. KVPY scholar. Avid aeromodeller. Spirituous learner. Taking ESE/GATE/Aptitude Courses.

Chirag Jha

This course covers quick shortcuts and tricks to help you score good marks in the aptitude and numerical sections of GATE, ESE (Prelims) and other related exams.

General Aptitude and Numerical Methods for IES/GATE

M.E. IN THERMAL SCIENCE
YOU TUBER,
Subject Combines In a Better way With conceptual manner

Niraj Diwatiya

The course covering all the aspects of vector calculus like Basics, Gradient, Divergence and Curl, Directional Derivatives, Line , surface and volume Integrals, Green, Stokes and Gauss Divergence Theorem.

(Hindi) Crash Course on Vector Calculus : GATE

Educator at Unacademy Since Aug 2017▪️
7+ Years of Teaching Experience▪️
Most followed Educator in Chemical Engineering▪️

Devendra Poonia

This course includes MCQs asked in GATE exam in previous years. You will find out Detailed Solution of each and every question here with explanation.

Lessons

16 lessons • 3h 12m

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Propositions

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Relation

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Relation and Function

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Set Theory

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Set Theory Part 2

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Relation and their properties

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Posets

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Lattice

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Groups

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Groups - Homomorphism

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