0:00 Introduction
0:36 Motivation for Interior Points
2:10 Definition of ε-Neighborhood
4:10 Definition of Interior Point of A
4:31 Definition of Interior of a Set
4:41 Example
Such a lovely explanation thank you for especially bringing the showcase of the "arms" as the epsylon, that helps me a lot
MegaMeister
This lesson is so much fun and I get everything you said.
Thank you
lediem
I come from Vietnam and this is a great way to learn Math. Thank you professor Matthew
tuongnguyen
Thank you so much! Your explanation is so clear that I can understand all of them!
approachableGoals
Love these videos! Many thanks for these. 😃
punditgi
You save my master degree, thank you sir.
yaomingchen
This video is really helpful thanks a lot
rrrrrrrango
Hi, nice explanation.
Could you prove that the set of accumulation points are always closed for any set?
DjennyMuiamga
Would a point still be an interior point if it reaches a point not in the set? for example let's say in the example set we use 3 as the point, if we "stretch out" we reach 4 which is not in the set, would the 3 then be an interior point?
mrleon
I am having trouble in my advanced calculus class (which is sort of a hybrid of intro to real analysis and calculus 3? weird course that is currently some number theory, set theory, some topology, and some things that i havent had any experience with in the past, which this helps with so thank you!)
funnydog
its really helpful...bt why did you leave out points between 4 and 6?
joekpowered
Wish I'd found these videos earlier. I needed the stick figures 😭Exam 2moro. Need 15% to pass and hoping to get them in topology😅
shambo
Teacher here,
What tool did you use to display your written annotations?
How'd you get that beamer slide to break in the unbalanced grid on the first slide about points?