My professor is great. I love her lectures and the fact that she knows what she's talking about. However, I missed one and I had to find someone equally as great to teach me. Thanks man!
If I have enough resources to visit and thank you, I'd definitely do that man without thanking in comments. The perfect vedio I found so far on youtube to learn relations is this. All three types of relations were came at once and the important part is it was so clear. Thank you for this unconditional help.
I know this video is old but man this guy did a great job. Its literally perfect, short to the point with a well articulated explanation and visuals to pair. love it thank you!!!
Dr. Trefor Bazett, you are honestly my professor right now since my Discrete Math professor does not explain anything at all and does not even want to solve any questions that I might have. Thank you for your video you have clarified all my questions.
For anyone interested in Category Theory as a foundation of Mathematics, this is an excellent video to use as a springboard. Prof. Trev would add a letter on the lines (like f or g) to represent the function that makes the line symmetric. Of course symmetric would be more commonly known as a function and its inverse. Category Theory is so abstract and generalized, that it includes Set Theory within it! If you understand that last sentence, then you would understand how profound that it is and you should look into some Cat. Theory.
I m a 2nd year student nd was confused with these there relations bt sir ur explanation was great.... it was like my own teacher was explaining to me😊😊
4:27 I might be in the wrong but he said that is does not matter that point z is not involved in this symmetric directed graph for the relation to be symmetric, however the defintion states for all x,y in A, thus indicating that is must be true for all pairs of elements in A. Idk if I understand something wrong here
I think the answer is yes. I thought the same question while watching as I was trying to find other 2 step paths, which is probably why you asked this. Trefor's statement is correct but unrelated i think
![Lp. Сердце Вселенной #60 РОЖДЕНИЕ ЛОЛОЛОШКИ [Финал] • Майнкрафт](http://i.ytimg.com/vi/YoR0pAV9FVQ/mqdefault.jpg)
careful, he's a hero
That's ture❤
when you haven't studied for an entire year yet you pass the exam with the help of youtube teachers. amazing
My professor spent two hours trying to explain this to my class and you explain it in 6 minutes. Amazing. Thank you.
Always trust UA-cam if you wanna pass a test
My professor is great. I love her lectures and the fact that she knows what she's talking about. However, I missed one and I had to find someone equally as great to teach me. Thanks man!
wierdo
@@Aminakzyzz no you
Just saved me from a fast 50 min lecture where my professor went over it like it was review.
Holy shit are you me?
Oh yeah...
you are clutching up and you have no idea! Professor was straight yapping for an hour and 15 minutes and in 5 minutes you just explained it perfectly!
If I have enough resources to visit and thank you, I'd definitely do that man without thanking in comments. The perfect vedio I found so far on youtube to learn relations is this. All three types of relations were came at once and the important part is it was so clear. Thank you for this unconditional help.
Incredibly concise and clear. Thank you!
this is the best video on the internet about the topic
The sound of the pen kills me slowly
That sound of the pen gives me pleasure. BUT SERIOUSLY! Thank you for these videos!
better than indian accent videos tho
When people said 'math will end you' i didnt actually imagine it to be from a screeching pen
Perit Jan Aydemir I like it. It’s like some sort of ASMR
I came to type this. loool
I know this video is old but man this guy did a great job. Its literally perfect, short to the point with a well articulated explanation and visuals to pair. love it thank you!!!
Yes sir! You’ve saved a soul from Zimbabwe 🇿🇼
I can't thank you enough! You're out here saving my grades and I'm so glad i found your channel! :))
You are most welcome!
so much better than my lecturer
Once again I find myself watching your videos for my class, and once again you fail to let me down.
Dr. Trefor Bazett, you are honestly my professor right now since my Discrete Math professor does not explain anything at all and does not even want to solve any questions that I might have. Thank you for your video you have clarified all my questions.
Thank you! I'm sorry you've been struggling with your actual professor, but glad I could help a bit:)
For anyone interested in Category Theory as a foundation of Mathematics, this is an excellent video to use as a springboard. Prof. Trev would add a letter on the lines (like f or g) to represent the function that makes the line symmetric. Of course symmetric would be more commonly known as a function and its inverse.
Category Theory is so abstract and generalized, that it includes Set Theory within it!
If you understand that last sentence, then you would understand how profound that it is and you should look into some Cat. Theory.
I usually don't write comments but this is very well explained. What a great video!
Damn ! The best explanation for set relations without any doubt.Thanks a lot Mr and keep up the good work
Exam is in just over an hour. Ur saving me rn fam
This is such great revision for me. Cheers
Thank you for your knowledge Calvin Harris
Thanks but at 5:54 you said "You can go directly from x to y". Shouldn't it be x to z?
You've explained this with such simplicity! Thank you so, so much!
JESUS THANK YOU!!! Why are math professors so stupid to explain something so simple??? You saved the day. STOP DESTROYING THE BEAUTY OF MATH!!!
the entire class didnt understand the lecturers explanation and he asked us to change our course lol,thanks for the clear explanation
I find these videos very very helpful. I cannot thank enough.
Glad you like them!
Why didn't I find you earlier?! Great clear explanations.
ten outta ten, would come again 💯💯💯
Outstanding quality of explanation
Damn...!! Straight to the point.
Thank you, understood it first time
Well done professor , I really like your calm voice
Thank you for the lesson!
You’re most welcome!
Thank you for the video! I had trouble understanding this concept until this video
why i find this guy right now your explanation is just awsome
He is teaching this to college students and here I am, had to study it in class 11 only.😭
Esa hi hota h
me too this is in ncert class 11
Absolutely brilliant
From Bangladesh
Wow, what an amazing video. Thank you so much. Very helpful!
Glad it was helpful!
big thanks for you, you've helped me with transitive as well
You just earned a fan from India! 🤙
@@DrTrefor I feel like your channel is very underrated! I checked your channel and you've got some good stuff brother!
Short and concise! Thank you!
This helped me so much ! thank you sir.
Thanks mate! You've helped me a ton this semester. My discrete final is tomorrow! Wish me luck!
a year later, how did you do?
I did fine. B+. This channel helped a lot. @@ivanroman-y7q
Best explanation on this topic...❤
mt profs notes are so confusing on this concept, thanks a lot for the clarity!!
Simple and clear
Ty you just saved my day!
the way u explain is awesome
Fantastic explanation
Have been trying to grasp this concept for the longest of time...finally all of it makes sense..thanks😁
thankyou for the video. It helps me understand the topic relation.
You are the best! Great teaching skills... you make it approachable and intuitive.
If the videos... He post will be of 2 to 3 mins.. He will hit many likes and the concept will be to clear...
Yep... I admit... Hey same surname...coincidence 😆
This made me easily understand the topic thank u so much
Maybe the ASMR will help me remember this stuff for an exam.
You are really good
Herroooooo saved 8h lecture time
Giving examples with some numbers could further comprehending how these relations actually look like
Amazing explanation, straight to the point.
Thanks! Such a great explainer!
Amazing explanation! I loved it!! Thank you Mr. Bazett. ☺
Thanks man! You're so easy to understand.
Seriously a great explanation...!!
I m a 2nd year student nd was confused with these there relations bt sir ur explanation was great.... it was like my own teacher was explaining to me😊😊
非常簡單易懂,我的離散有救了
Oh man you just made this click. I have read my textbook I have watched other videos and nothing made this click until I watched your video.
today I learned I'm not necessarily related to myself? feeling a little reflexive about it.
Yoo! Thanks bro. A lot informative video just over the concept which is the way i like to study.
Sir, How we check reflexivity if a relation on A×B ??
You need to check that for any (a,a) is in the relation R for every value of a.
@@DrTrefor thank you sir.
@@DrTrefor but sir if R contain in form of (a,b) or in form of order pair then?
Amazingly Described !!
Thank you sir!
Really helpful.
Today is my Exam I don't have any idea about that relation but then I found this video now I'm unstopable
GREAT EXPLANATION
Amazing
Thank you. This was extremely helpful. It would have been even better if you included antisymmetric as well.
Really, It's latent talent of teaching Mathematics.
Thank you very much!
Thank you sir
_WHO are you_ ???
I L💖ve you! Thank Y💝u!!👏🤓
thank you
Thank u💕💕💕💕
Is it necessary that it can go in just 1 step instead of 2 in order for it to be transitive, or 2 is also ok?
thank you so much! excellent explanation
extremely helpful, thankyou!
4:27 I might be in the wrong but he said that is does not matter that point z is not involved in this symmetric directed graph for the relation to be symmetric, however the defintion states for all x,y in A, thus indicating that is must be true for all pairs of elements in A. Idk if I understand something wrong here
Thank you so so much
I have a disorder of listening sharp sound by scratching........ this video kills me, but I have to watch it....
directly from my x to my ' says y maps to z'.
Zabardast!!
Thank you! I had a question(related to this topic) that I needed help with. Is there a way i can reach out to you ?
not all heroes wear capes
In Transitive, when we have X->Y and Y-> X, should we have X->X and Y->Y too?
I think the answer is yes. I thought the same question while watching as I was trying to find other 2 step paths, which is probably why you asked this. Trefor's statement is correct but unrelated i think
If a relation is reflexive, symmetric and transitive then its called an equivalence relation.
Thank u . Can u show us practicals ex
Well explained! Thank you very much, Sir! ^_^ I subbed!
The transitive is like 0th law of thermodynamics
yeah yeah.🤣🤣
Thank You!!!
Thank you so much!!!
Who studied 7years later hero😊😊😊