This semester, I am taking a course in probability theory, and I encountered some confusion about the Borel-Cantelli Lemma. So I watched one of your videos, and I was amazed by how simply and effectively you explained the concept-your teaching could make even a kindergarten student grasp it! I quickly became hooked on your entire probability measure series and ended up watching all the videos. Now, I’m eagerly looking forward to the next installments in the series.
i’m so grateful for your videos-they’re seriously the best thing ever! you explain concepts so clearly, and it’s been a huge help for me. thank you for all the effort you put into them. any chance you’ll doing anything on conditional expectation and martingales? would totally be here for it. thanks again, and sending lots of good vibes your way!
Thank you so much for your kind words! I'll absolutely be getting into conditional expectation and martingales soon. I have been working on a bunch of videos and holding them back so that I can start posting more frequently and consistently in the new year as opposed to the very sporadic stuff I've been doing. The good vibes are much appreciated-- I'm sending some back at you! 😀
Would it be possible to have an irrational comb? Perhaps a random one? Would there be a way that the (countable) set of irrational gaps in a rational comb have the same measure as the rational gaps in an irrational comb? We can never know for sure!?! Not without being rational!
This semester, I am taking a course in probability theory, and I encountered some confusion about the Borel-Cantelli Lemma. So I watched one of your videos, and I was amazed by how simply and effectively you explained the concept-your teaching could make even a kindergarten student grasp it! I quickly became hooked on your entire probability measure series and ended up watching all the videos. Now, I’m eagerly looking forward to the next installments in the series.
You don't know how much I appreciate hearing this. Thank you!
I bought “The Simple and Infinite Joy of Mathematical Statistics” and just finished chapter 0. Thank you for this amazing book.
Thank you so much for your support!
impatiently waiting for your videos on measure theoritic probability,please continue uploading !
wow, surprised i'm just now stumbling on your content. your videos are phenomenal. thank you so much for maintaining this channel!
Thank you so much!
Thanks!
Thank you so very much!
i’m so grateful for your videos-they’re seriously the best thing ever! you explain concepts so clearly, and it’s been a huge help for me. thank you for all the effort you put into them.
any chance you’ll doing anything on conditional expectation and martingales? would totally be here for it. thanks again, and sending lots of good vibes your way!
Thank you so much for your kind words! I'll absolutely be getting into conditional expectation and martingales soon. I have been working on a bunch of videos and holding them back so that I can start posting more frequently and consistently in the new year as opposed to the very sporadic stuff I've been doing. The good vibes are much appreciated-- I'm sending some back at you! 😀
Would it be possible to have an irrational comb? Perhaps a random one? Would there be a way that the (countable) set of irrational gaps in a rational comb have the same measure as the rational gaps in an irrational comb? We can never know for sure!?! Not without being rational!