So what's he saying about=1,-1.....? Does it converge? Who knows. Very confusing. I emailed him and he referred me to his text?????
@joetursi95738 күн бұрын
epsilon in the exponent is a measure of the non linearity of the equation. Think about that for a few moments and you'll see how true that is. Brilliant!!!!
Does anyone know where he is getting the vector fields at 1:02:00 and 1:17:00? This is not what seems to happen when I try to plot it myself
@renatohugoviloriagonzalez4881Ай бұрын
Me Agrada mucho que el Profesor Bender explica con un sistema facilitador para que uno se motive a investigar por nuestra propia cuenta, siendo que el solo da las Pautas en forma Muy Amigable,y me gusta mucho su Método. Yo entiendo Inglés.
@wuwan398Ай бұрын
带耳机直接没法听，环境噪声太大，演讲声音录得超小
@kumhomng1778Ай бұрын
说的很对❤❤❤❤❤
@user-kd2uv4xw9iАй бұрын
共匪是多么无耻，苏联是多么邪恶！
@yunongwang119Ай бұрын
👍👍👍
@A-gz1mjАй бұрын
成班9樣食屎痾饭!
@anthonymitchell78422 ай бұрын
Does anyone know a good textbook to pair with these lectures? Or if he's following a particular book?
@wuhaoru19972 ай бұрын
是中国人的，请不要为难我们中国人，垃圾城管。
@adolf37022 ай бұрын
From minute 16 to 18 there are quite misleading statements about the zeta function conflating It with an in finite sum for values where It is not a sumation. Zeta of -1 has nothing to do with the series 1+2+3+4.... and there are no axioms being denied. I like Bender lectures but here he seems just wrong.
@user-gt1kk3qq5y2 ай бұрын
好大的官威😢
@tsuenkenma37272 ай бұрын
土匪下山入城
@guillermobarrio552 ай бұрын
62 pages of notes later, I finished the best math course there is on YT.
A very enjoyable course. I would very like to have it in a constructive way with definitions, propositions, theorems... However, really liked the way all this was linked with physical effects. And, of course, what a nice guy! Thank you for the course!
@ernestomamedaliev42533 ай бұрын
OMG, who the heck recorded the video! Why always you cut it in the best part! T_T
@bernardopicao26713 күн бұрын
Check the full lecture videos at the PIRSA website.
@griffinschreiber68673 ай бұрын
What a wonderful, wonderful teacher.
@ernestomamedaliev42534 ай бұрын
Why the heck the video is always cut at the end?! OMG! What do series converge to if not to the right answer!
@edgar48874 ай бұрын
43:40 lol 😂
@ernestomamedaliev42535 ай бұрын
Does anyone has an answer of why doesn't Borel summation work for 1+2+4+8+16+... After doing all the stuff, I get in the integral e^t, so I think I am missing something (even if it is working for Euler summation and general summation machine, giving an answer of -1)
@user-nq6em7si4s5 ай бұрын
棒棒哒，有理有据
@chiyauleung41555 ай бұрын
為人民服務 只有騙人
@user-rp1hl9ks5k5 ай бұрын
離心離德荒誕可恥 馨竹難書
@user-dw3bc5lr4l5 ай бұрын
产权证党也没有🤣
@zaid20955 ай бұрын
Does anyone have homework problems and stuff like that?
Пікірлер
8:00
So what's he saying about=1,-1.....? Does it converge? Who knows. Very confusing. I emailed him and he referred me to his text?????
epsilon in the exponent is a measure of the non linearity of the equation. Think about that for a few moments and you'll see how true that is. Brilliant!!!!
He's worth moving to St. Louis for!!!
The hockey stick though
還條7妳，共慘党，我担心妳全家生命。
官商勾結，想私吞妳地，雜总不理妳。😂😂😂共產党最叻吃韭菜，小姐小心妳條命。😂😂😂😂保重。
青輕人說的都對，只是他們眼光和經驗太小，很多東西還看不見，不懂為何長者為何這樣做，總覺得他們過時。每一代都會有這樣的問題發生。
Does anyone know where he is getting the vector fields at 1:02:00 and 1:17:00? This is not what seems to happen when I try to plot it myself
Me Agrada mucho que el Profesor Bender explica con un sistema facilitador para que uno se motive a investigar por nuestra propia cuenta, siendo que el solo da las Pautas en forma Muy Amigable,y me gusta mucho su Método. Yo entiendo Inglés.
带耳机直接没法听，环境噪声太大，演讲声音录得超小
说的很对❤❤❤❤❤
共匪是多么无耻，苏联是多么邪恶！
👍👍👍
成班9樣食屎痾饭!
Does anyone know a good textbook to pair with these lectures? Or if he's following a particular book?
是中国人的，请不要为难我们中国人，垃圾城管。
From minute 16 to 18 there are quite misleading statements about the zeta function conflating It with an in finite sum for values where It is not a sumation. Zeta of -1 has nothing to do with the series 1+2+3+4.... and there are no axioms being denied. I like Bender lectures but here he seems just wrong.
好大的官威😢
土匪下山入城
62 pages of notes later, I finished the best math course there is on YT.
sb武警
这么好的演讲，整个过程中始终都有着背景的人语杂音，如果不是录音技术不行、不是部分听众个人素质差，就是有人在故意削弱演讲的渲染力，就是故意捣乱。一言以蔽之，杂音不断根本无法改变演讲的风格与精彩
我绝对不会相信他是一个天才。只相信他是包装出来的。
他不是天才，他只是比较真诚，正常。是太多不正常的人映射了他的正常，从而出色。
大陸人思想啟蒙已經開始，大家拭目以待
A very enjoyable course. I would very like to have it in a constructive way with definitions, propositions, theorems... However, really liked the way all this was linked with physical effects. And, of course, what a nice guy! Thank you for the course!
OMG, who the heck recorded the video! Why always you cut it in the best part! T_T
Check the full lecture videos at the PIRSA website.
What a wonderful, wonderful teacher.
Why the heck the video is always cut at the end?! OMG! What do series converge to if not to the right answer!
43:40 lol 😂
Does anyone has an answer of why doesn't Borel summation work for 1+2+4+8+16+... After doing all the stuff, I get in the integral e^t, so I think I am missing something (even if it is working for Euler summation and general summation machine, giving an answer of -1)
棒棒哒，有理有据
為人民服務 只有騙人
離心離德荒誕可恥 馨竹難書
产权证党也没有🤣
Does anyone have homework problems and stuff like that?
叫上300城管把钓鱼岛拿回来才牛逼
巾幗不讓鬚眉 佩服大姊怒氣如山 十個贊❤
中国是个人权社会😂
中國滿地都是領導，一天到晚都想從人民身上挖錢，這些人都是豬頭
Girls power 👍👍👍🇨🇳
中國人都像你這樣中國一定強。
共產黨解體時，個個城管都要遊街示眾，讓人民出口唾氣
沒有自由，獨裁統治那有人權。
妹妹別生氣❤❤
十一年前的視頻爲什麽評論都是2023年的？
人民公安嚇人民，人民城管壓人民，人民警察打人民，人民軍隊殺人民，人民政府奴人民，人民領袖騙人民，中華人民共和國，14億奴隸的監獄。
駡得好！
跟共產黨講人權.法治!不要間玩笑了!
給妳一個讚