Great videos. However I should comment that remark 1 on the definition of a sigma-algebra, requires the property of finite aditivity to be proven first.
#1 that the two balls added together make up the same volume as the first. which makes sense.
#2 that each of those balls are the same volume as the first one. which does not make sense. there for the measure theory says yes each one is the same volume
Very good material. I told my grad students to watch them and then we will discuss the lectures at classroom. As Khan from Khan academy says "I assign the lectures for homework, and what used to be homework, I now have the students doing in the classroom". Thanks from Brazil.
@chogo888 Thank you for your kind words! Just knowing that people are benefiting from the videos, through comments like yours, makes it truly worthwhile. Besides, I get a kick out of math, and sharing that experience with others is pure joy.
Thank you so much, actually I was looking for such a video and I am so lucky that this video has just been uploaded yesterday. But the problem is that the videos have not numbers, so it is difficult to find the video right after the first one.
@Javadhajipoor You are very welcome! I'm so glad it was helpful to you. Thank you for the wonderful suggestion about numbering (which you will see I have adopted). Do let me know if you have any further suggestions.
great video. thanks so much for this
MrImpliedvol 1 month ago
alfred tarski and bunach were amazing
MegaMayorca 2 months ago
Great videos. However I should comment that remark 1 on the definition of a sigma-algebra, requires the property of finite aditivity to be proven first.
PHDBurmount 2 months ago
Interesting!..A choice can be made to reject the axiom of choice.
Ma7m9d 2 months ago in playlist Probability Primer
Just found your videos surfing for stuff on stochastic calculus. Nice take on Banach-Tarski.
69erthx1138 3 months ago
what is meant by those two balls?
#1 that the two balls added together make up the same volume as the first. which makes sense.
#2 that each of those balls are the same volume as the first one. which does not make sense. there for the measure theory says yes each one is the same volume
THE16THPHANTOM 4 months ago
@THE16THPHANTOM #2. That's why it is called a paradox.
MyOverflow 2 months ago
¡Gracias Monje Matematico! This helps me reading Big Rudin!
Schwyndfst 4 months ago
You speak so slowwwwww
wshp90 5 months ago
Very good material. I told my grad students to watch them and then we will discuss the lectures at classroom. As Khan from Khan academy says "I assign the lectures for homework, and what used to be homework, I now have the students doing in the classroom". Thanks from Brazil.
labpib 5 months ago in playlist Probability Primer
This is like Khan's Academy on steroids ;-) thanks!
ricardovencio 5 months ago 7
Thank you so much!! this is exactly what I need for this semester.!!!
pepper080881 6 months ago
I just cut my dog into tiny pieces and tried to put them back togethor. This didntl clone my dog... only killed him.
jermdu29 6 months ago
@jermdu29 This kills the dog.
alkalait 5 months ago
thank you for these videos. You must be a wonderful person to put up great tutorials such as these for free and put so much effort into them
I am looking forward to watching other videos in your series
thanks
chogo888 8 months ago 7
@chogo888 Thank you for your kind words! Just knowing that people are benefiting from the videos, through comments like yours, makes it truly worthwhile. Besides, I get a kick out of math, and sharing that experience with others is pure joy.
mathematicalmonk 8 months ago 5
This has been flagged as spam show
f**k, you should have posted a year ago. I suffered so much from the stat352 at u of t . so clear and simple. thank you.
zf06yo 9 months ago
f**k, you should have posted a year ago. I suffered so much from the stat352 at u of t . so clear and simple. thank you though.
zf06yo 9 months ago
this is very cool thank you!
nibauAntunes 9 months ago
Thank you so much, actually I was looking for such a video and I am so lucky that this video has just been uploaded yesterday. But the problem is that the videos have not numbers, so it is difficult to find the video right after the first one.
Javadhajipoor 10 months ago
@Javadhajipoor You are very welcome! I'm so glad it was helpful to you. Thank you for the wonderful suggestion about numbering (which you will see I have adopted). Do let me know if you have any further suggestions.
mathematicalmonk 10 months ago