Was having trouble remembering the definition and watched this video just to get a reminder, but I actually learned something new and it concept just clicked. Thank you!
I can not thank you enough for this video. Thet's one of a veeeery few videos that explain that concept in such a logical and simple way. You are a great teacher. Hi from Russia
The part I find important that you didn't say in the explanation is that, after N, the sequence stays in the runway forever. It's not just that it gets close at some point. And it's okay if it goes in and out for a while, so long as it eventually goes in for good.
Yeah. In fact, one could define continuity in terms of limits. A function f:R->R is continuous if (s_n)-> s implies (f(s_n))->f(s). So it is not suprising that the standard epsilon delta definition looks like the definition of a sequence converging.
Hola, yo hago videos muy similares en español, checa este ruclips.net/video/q5-zmkCnJt0/видео.html Por cierto, mi video salió una semana antes que el de el Dr Peyam ;)
I love the real world examples of different epsilons for different studies. Thank you
You’re welcome!! 😊
Was having trouble remembering the definition and watched this video just to get a reminder, but I actually learned something new and it concept just clicked. Thank you!
and the concept*
Thanks so much!!!
I can not thank you enough for this video. Thet's one of a veeeery few videos that explain that concept in such a logical and simple way. You are a great teacher. Hi from Russia
Just watched one of your videos of linear algebra, then I actually went through some of them and I am loving it. These are really helpful. Thank you
Superb explanation ❤️❤️
U r a gem.... A very very rare one❤️🤗
Thanks Dr peyam
Thanks!
Thanks so much for the super thanks :)
I love your videos. Have you considered a video about surreal numbers? They are amazing. It would be a tribute to John Conway who passed away recently
Thx! Please, think also about introducing the fractals topic. Also amazing
Beste Lehrer in der Welt, bin der Meinung zumindest!!!! Hallo from Dresden
The part I find important that you didn't say in the explanation is that, after N, the sequence stays in the runway forever. It's not just that it gets close at some point. And it's okay if it goes in and out for a while, so long as it eventually goes in for good.
Thank you, Mr.
Thank you so much!!!
A lot of real analyst videos coming from you , I was watching real analysis lectures yesterday
Could you do a video on the archiemedis property, also how to prove the supreme and inf of a set?
Is something like this definition also used to define what it means for a function to be continuous?
Yes indeed!
Yeah. In fact, one could define continuity in terms of limits. A function f:R->R is continuous if (s_n)-> s implies (f(s_n))->f(s). So it is not suprising that the standard epsilon delta definition looks like the definition of a sequence converging.
11:10 Intended or not, that pun is great! Thanks a lot for your videos!
Ok. Thanks.
Thank you sir. You have to teach in college.any University.
Omg so close to 50k subs
Is it S overruled the Sn？
NICE
5:19
BlackpenRedpen moment XD
I mean u were writing with black pen and suddenly u underlined the line by red pen. So, BlackpenRedpen moment XD
🤝🙌👍👏
Why you no professor yet?
Hahaha
How do you know the definition is rigorous enough? 🤔
XD
It has stood the test of time, over 200 years. No one has yet found a problem with this definition.
Please Dr. Translate your videos in other lenguages. I speak spanish
Hola, yo hago videos muy similares en español, checa este ruclips.net/video/q5-zmkCnJt0/видео.html Por cierto, mi video salió una semana antes que el de el Dr Peyam ;)