Set Theory || Discrete Maths || BSc/BSc Bed || Unit -1|| Lect-1||uor,pdusu,mgsu

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इस video में मैंने B.Sc 1st Year की DISCRETE MATHS की 1st Unit , SET पढ़ाया है । यह SET की 1st Class है ... ये Unit आगे के Videos में Continue रहेगी ।।

Set Theory || Discrete Maths || BSc/BSc Bed || Unit -1|| Lect-1||uor,pdusu,mgsu

Discrete Mathematics: Introduction to Discrete Mathematics
Topics discussed:
1. What is Discrete Mathematics?
2. What is the need to study Discrete Mathematics?
3. Discrete vs. continuous objects.
4. Syllabus of Discrete Mathematics.

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01- What Is Exactly Discrete Mathematics In Hindi | Discrete Structures Lectures In HINDI

Set Theory, Graph Theory, Probability, Combinatorics, Logic
Queueing Theory,
Algebra: Boolean algebra, Groups, Rings, Fields
There is a lot more, of course. But all of these are fundamental to engineering.
Logic, for example: Logical operations are the basis of the all our computation

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set theory lect. - 4th

set theory lect. - 5th

set theory lect. - 6th

01- What Is Exactly Discrete Mathematics In Hindi | Discrete Structures Lectures In HINDI
02- What Is Set Theory In Discrete Mathematics Lectures In Hindi | Set Theory In Discrete Structures
03- How To Represent Sets In Sets Theory In Discrete Mathematics In Hindi -1 | Discrete Structures
04- How To Represent Sets In Sets Theory In Discrete Mathematics In Hindi -2 | Discrete Structures
05- What Is Empty Set In Sets In Set Theory I Discrete Mathematics Lectures In HIndi | Types Of Sets
06- Universal Set In Sets Theory In Discrete Mathematics | Sets In Discrete Mathematics In HINDI
all operations. Logic provides the correctness of our computational operations, without which we have no proof that they will run correctly.
Probability: When engineering something, probabilities have to be accounted for. Probability is what allows us to do Branch Prediction. You need probability to understand:
Queueing theory, which is needed for the scheduling algorithms that decide which processes our computers run and when they are run.
Graph Theory: One could say that without advanced graph theory, our computer networks would remain toys within labs.
Set Theory: The whole of Functions and Relations (upon which modern programming and relational databases are built) follow from Set theory.
WIthout all of these, and more, the Internet, which enables you to ask this question, wouldn't exist.
Together they provide the core which forms Computer Science. They tell the router which packets to send, when to send them and where to send them, how to send them and what to do when things go wrong. They tell your browser which pages to load, when to load and how to load them. They tell your OS when to run your browser, when to run the network service, when to read from the disk and everything else. They tell your CPU how to deal with branches, how to allocate the resources it has.

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The subject discrete mathematics for computer science student is
considered very difficult but this channel has full syllabus of discrete mathematics so i guarantee you if you watch all

Full Discrete Mathematics Syllabus
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