Euler Graph | Euler Circuit |Graph Theory #16 

i always watch ur video sir... ur explanation is so clear... love from indonesia

Seroisuly sir aap bhut achy se concept clear krty ho

just to tell about what is degree he said link in description. no. of incident edges on a vertex bol dete pur views subko chaheyea

Please Suggest website Name Plz i prepare myself for PreSentation ❤👈

I really did understand our lesson now.Thanks to you sir and God bless sir😇from Philippines.

About Ramsey no. Problem can u give videos

Watch it in 2x speed ... thank me later... 😁

Good explaination. Begiinner can understand your explaination easily

From egypt , You are the best real More thanks for you 💜💜💜

Very nice explanations

a graph with a vertex of degree 0 can be eular???? how? how can we connect to this vertex without an edge?

If u found any odd degree vertex then not Euler graph

Very clear sir ur videos are.

Lovely teaching .... Nice bro..... Awesome Explanation.....

Thank you!

You are amazing at making complex explanations so simple and clear! Thanks Vivekanand ji!

Thank u amazing

Nice tutorial

Thank you 👍👍👍👍

Explanation for Chinese postman problem

Cristal clear explation sir. I like your teaching methodology

using this for the new IB math HL course. Thank you so much (i am doing the math application and interpretation HL course, so we have to do graph theory)

Plsss to answer us🥺 color the following graph according to the given colors:red,blue,green, yellow.(before coloring the graph, please read first the definition of the four color theorem)

You are incredible. Thank you so much (this is my first time complementing a teacher 😅)

Thank you very much sir,please take love from Bangladesh.

Excellent

Nice

Sir please make video on dijkstra algorithm for shortest path

Subscribed bro Your way of teaching awesome

Sir will u plz upload a video on fleurys algorithm in graph theorey

thnak you about best explanation

In semi - eulerian vertice 1 also have 1 degree so total three vertice has odd degree.

Explain konigsberg poblem

In the second graph, 4->5->1->2->3->4 We are starting at 4 returning to 4 without edge repeating.This is Euler graph @vivekanand khyade or are you missing to say that every edge should be covered?

Good topic eccentricity of the vertices i have learned 😊

Thank u ...good explanation sir

sir please explain planarity of gtaph

You are very good at this sir.. thank you

Please be my professor, you do a fantastic job man, you just earned a subscriber!

Thumbnail 🤷🏻‍♀️😅👌

Very well explained sirr

clear explanation thank you

sir can you not speak in hindi

what about directed graphs? you have taken examples only for undirected graphs, is there any change?

Sir can the 2nd graph be sem euler when start from 1243156 and stops at vertex 6

Thank you so much bro

Nice sir

Thank you very much. Nice explanation. 👌🙌👍

Thank you 😊 sir

Good explanation but since u r teaching so no need to put transition unless u r using multiple cameras...

Lovely

Great explanation

Your videos are very helpful for us.... thank you sir... 🙏🙏😊😊

5-1-3-2-4-5

Thank you for breaking it down, so easy to follow you

Thanku sir, for this wonderful lecture.....Love from Bleeding Kashmir

Very helpful, thank you!

Excellent 👍

you are nice bro...................really you can explain the the whole concept thank you..................my lovely lecturer i get in my life nice!!!!!!!!!!!!!!!!!!!! please make lecture 1 .Data structure and algorithms 2. computer organization 3.computer graphics and java programming language

nice sir

Thank you... you helped me a lot ❤😍😍

thanks

Please explain underlying simple graph sir

Please change the intro, it's too cringy

Hi Q) If G1 is r1-regular and G2 is r2-regular , G1+G2 is Euler circuits or not .

Thankyou sir for this wonderful lacture

Sir your exaplanation is so clear👍

your teaching is one of the best sir !!! Thanks a lot from the bottom of my heart sir!!!

thank you for the help sir

Good work keep it up 👏👏

thank for excellence lecture sir,, your teaching is so nice and clear. i mean do understand it well properly... thank you so much sir... From Philippines

Thank you for lesson

Can’t we draw 2-5 in second example 3:15

Excellent explanation!!

Best explanation ever TT

Excellent lecture sir thank you

Corona made him come back!!! Jokes apart, please upload videos daily. :) We love your channel.

Plan explain tamil