Partial Order Relation | POSET in Discrete Mathematics
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- Опубликовано: 19 сен 2024
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OTHER TEACHERS CONFUSED ME....
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thank you sir for your lovely explanation I am watching this video two hour before my exam at @4am and now get the confidence to not only get pass but also to get good marks
Pass hogya bhai ?
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sir baut accha samjhate ho baut accha sabse acchi vedio discrete mathematics ki vedios you tube pr aapki rhti hai bas ek kami please aap kuch question v kra diya kro zise or clear ho zaye please sir
Sbki video dekhli pr smj yhin aaya👍
There is one paid course I won't disclose the name they are so famous for gate prep, but he literally uses same content as yours I mean literally same, same example, same definition etc but still is not able to make students understand this simple concept. You are the best, you deserve the world, More power to you
You are so amazing teacher ap ki video bhot help kr ti ha exam ma
Very nice and helped in my exam
4:34
Video was really helpfull
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Sir aapne isme asymmetric ki bata di property, anti symmetric ki lagagi property
Today internals i will write good thankyou for all videos of all subjects thankyou learning more from you sir
nice explanation sir
Well explained keep going sir
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in this video you said (1,1)(2,2)(3,3) is transitive but on video EQUIVALENCE relation the same example you said no it is not transitive... please guide which one is correct?
Thanks sir 😁 for amazing channel ☺️
Your current videos on DSA excellent, please make a full fledged playlist on this. Thanks
Nice explanation 👏👏👍
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thanks sr
very helpfull
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thank you so much varun sir...the way you teaches.....lots of love
Thank u so much sir for posting this video on partial order relation..
Really Good Expalination Sir.!!!!
Thank you so much sir .The whole playlist is very helpful.
Helpful!
Thanks a lot 😊
Thanks sir explaination is very easy way
Perfectly explained 🙌🏻thankyou
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Sir relation R1= {(1,1),(2,2),(3,3)} is symmetric
Thank u sir😊😊
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Sir more vedio upload in this subject
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it is easily understanable when you find the cartesian product of set A
Level sir g 👍
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❤❤🙏🙏🙏Appreciable
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Aa gya samajh 🔥🔥🔥
Hlo sir aapne iss video's mei antisymmetiric ki property thik btaai hai? Acco to me shayad aapne asymmetric ki bta di hai ? Plz clear my doubt.
Ekdam mast video hai
Sir kuch aise cases bhi ho sakte h na jinme x
Thanks man
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Aaapke karan he passs hua mai btech me dhanyawad
Thank Sir 👍
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Thank Youuuù Soooo Muchhhhhh Sir🤗
Sir antisymmetric relation on a set A means if (a,b)€R and (b,a)€R and a=b but sir aap jo bol rahe hai bo antisymmetric nahi ASYMMETRIC relation hai
Anti symmetric and asymmetric are same
Could you please explain the 1st one how can be transitive
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hahaha..but no connection
Greatest upper bound and lowest upper bound,lattice and hass diagram par bhi ek video bana dijye
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Achaaa kaaam krte ho bhot age jaoge tussi
Good video
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on English 🙂I don't know Hindi
you are great
Sir plzzz make a video on lattices
do you have lectue on "n-ary relation in discrete mathematics in hindi" please
anti symmentric in a,b belong to R b,a belongs to R and a=b and waht you told is asymmetric
Sir, apne equivalence me R1 ko symmetric kaha tha
Sir composite relation and partial oder relation are different or not . Please reply me sir
thanku sir
sir agar in R2 ( 1 , 3 ) na ho to bhi transitive hoga? like R1
How to solve this qun....the greater than or equal relation is partial ordering on 2 set of integer. write into it's condition form
Thanks man ❤️ you content helped me to give my exam which i was thinking to leave
Is this the complete set of discrete mathematics ?
sir reflexive me ek ordered pair nhi hona chaiyea??
Sir next topic nhi sikhaoge kya discrete matematics ke
Sir pr less than equal too vala sign to relation ko btata hai na????
Sir idhar relation R1 poset hua and previous video main R1 equivalence hua ???
Excuse me sir. If in transitive relation m (2, 3) (3, 1) le to given condition to full fill hi nhi ho rhi like 2
Are behen 3
Are gawaar wo (1,3) hai (3,1) nahi.Chashma ka number badaao paas se bhi nahi dikhta tumhe🤣
poset to nhi hoga kun k reflexive nhi or transitive k lia 3 pair hony chahein inka 3sra nhi bny ga kun k (2,3) phly sy ha !