Okay, this is very simple: You take a few rules (axioms) you like and go wild. You create a whole universe of things these rules imply. You create (define) some objects. Math is the connections and relations between your objects. It's like Magic the Gathering, except you don't have to buy cards.
I've never thought about math in this way. I have an article to write on math( my major subject) and after looking at some books and articles written by several mathematician, I've come to the conclusion that we should be taught about philosophy of math along with the core subject !
After all, I decided to keep believing in the fantasy I drew. Above all, I'm glad that I can get a new idea of accepting mathematics instead of saying "math is painful, difficult and boring". When I was a student, I couldn't put it into words, but I think the class I was looking for was something like this. Thank you! is what this person said in english if you didnt understand
Some of these comments suggest the problem faced in evolving a more coherent basis for math. Masao Morita has truncated his ideas, and they may sound trivial. But they're based in sound neuroscience. Humans (and other animals) come prepared with heuristic tools to explore reality. Infants have more neurons than adults, and those early years lay down a vast number of intraneural paths. Yet as I write this I realize how foolish I am, given the reactions already here.
Math is essentially a *technology* (a set of *tools*, like numbers, and *techniques*, like theorems) that we use to *represent* (or *simulate*) Reality. We use those simulations to *analyze* phenomena and *predict* results. Maths is so complex, it forces us to think over our... *thinking* (that is: cognition). That is the reason why it is so fascinating.
Excelent talk. I love the spiritual perspective. Because is that i ve percepted the math. If you can conect the sorrounding things, you have to find the math behind the thought process nad their levels of complexity.
I find it hard to believe that the number one does not exist, for me it is the representation of a single object, and the number one does come from the real life and is not only existant in our brain. All the rest in math (not maths) is the consequence of this.
No Sir , Encountering is one step ahead of introspection because if you introspect you only see yourself like your past work , habits and believes but Encountering is linked with Questioning and finding path ways to get new routes.
at first, sorry for my poor English, I think, it may be difficult to understand what he wanna say for other than Japanese because what he say is based on or associated with Japanese traditional idea, culture, religions FEX "Zen" , and "experience of Kiyoshi Oka" in Japan the most. Japan is different from western country in every way. Actually,I read his book , andI think his main idea is that We can't make real real real．．! things , because it has already exsited anywhere and It's changing constantly ... you know as this, It's so hard to express his idea lol....or I can't understand his completely too. haha But I think this idea helps a anything "〜gy" or olso life itself He is suggesting it help progless of mathematics, as there was the case of Kiyoshi Oka. He has not presented nothing about great discovers about mathematics yet, but I believe he will contribute to developments of mathematics in some way in the future. and I'm the one inspired of his book
I think TED talks are the best things ever. There are a very few on math -and they are all bad -especially this one. There is no word that is a direct translation -yet he can't even describe it?? His message -''use the force Luke''. yea sure.
this is the worst TED talk I have ever watched. Basically the main message is "math is not all about numbers and calculations". Then he claims that in math there are composers but there aren't players and he is going to be a player. I thought he was going to show something beautiful and creative. The big surprise was just the word "jocho". The audience is still confused because he said math is not all about numbers, but he hasn't said what is math about yet. Then, guess what, math is "the very act of looking inside your mind and encountering with your ... "jocho"!!! GREAT NEWS!!! GOOD JOB!!!
ALGEBRA ISN'T HARD-MATHS TAUGHT RIGHT WAY IS VERY INTERESTING N 1 CAN SCORE HIGHEST IN CALCULUS N TRIGONOMETRY WITHOUT PAPER IN ABOUT 5SECS-BE THOROUGH IN BASICS-RIGHT TEACHER WILL PUSH HARD-SHOULD NOT HAVE PHOBIA OF TEACHER AS I DID
Heartly agreed point by point of what you said. Really a bad talk. And even if he was able to comprehend what he was speaking, surely the audience couldnt because till you dont even understand the very fabric of the subject (thats logic) you cant comprehend Jocho, and innver universe and all that way abstract stuff. Well but I do partially agree with him because all of Algebra and Arithmetic (Not all of mathematics) can be reduced to the single element "1"
Huh I thought he would at least explain what the fudge a math concert is... That way I might have thought: "Cool..." but I don't think it ever happened.
Agree that Andrew Wiles is a very great mathematician but Wiles ‘s working is just useful for development modern mathematics. If he uses it for a three-letter equation like: x^n+y^n=/ z^n. It should become dull.when using wastefully 400 pages meat wrapping paper about a equation that was solved in only seven lines x,y,z,n are integers. n>2.Suppose: x^n+y^n=z^n. Define n=na.1/a Definitely find there exists at least an integer a ,such that z¹/a is an irrational number. Because x^n+y^n=z^n. So :x¹/a+y¹/a=z¹/a+d. So: (x¹/a+y¹/a)^na=(z¹/a+d)^na. x^n+nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a+y^n=z^n+naz^(na - 1)/a.d+….+naz¹/a.d^(na - 1)+d^na. naz^(na - 1)/a.d=nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]. na.z^n=[z¹/a / (x¹/a+y¹/a - z¹/a)]..{nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]} because choose z¹/a is an irrational number.=>[z¹/a / (x¹/a+y¹/a - z¹/a)] is also an irrational number=>polynomial later is also an irrational number. but [na. z^n ] is an integer. Unreasonable ! So: x^n+y^n=/z^n. Đồng ý rằng Andrew Wiles là một nhà toán học rất vĩ đại nhưng công việc của Wiles chỉ hữu ích cho việc phát triển toán học hiện đại. Nếu ông sử dụng nó cho một phương trình ba chữ như: x ^ n + y ^ n = / z ^ n. Nó sẽ trở nên ngu si đần độn. Khi sử dụng lãng phí 400 trang giấy gói về một phương trình đã được giải quyết trong chỉ có bảy dòng X, y, z, n là số nguyên. N> 2.Suppose: x ^ n + y ^ n = z ^ n. Xác định n = na.1 / a Chắc chắn tìm thấy tồn tại ít nhất một số nguyên a, sao cho z¹ / a là một số không hợp lý. Bởi vì x ^ n + y ^ n = z ^ n. Vì vậy: x¹ / a + y¹ / a = z¹ / a + d. Vì vậy: (x¹ / a + y¹ / a) ^ na = (z¹ / a + d) ^ na. x^n+nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a+y^n=z^n+naz^(na - 1)/a.d+….+naz¹/a.d^(na - 1)+d^na. naz^(na - 1)/a.d=nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]. na.z^n=[z¹/a / (x¹/a+y¹/a - z¹/a)]..{nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]} Bởi vì chọn z¹ / a là một số bất hợp lý. => [Z¹ / a / (x¹ / a + y¹ / a - z¹ / a)] cũng là một số không hợp lý => đa thức sau đó cũng là một số không hợp lý. Nhưng [na. Z ^ n] là một số nguyên. Không hợp lý! Vì vậy x^n+y^n=/z^n.
This is good math talk and when I was little girl I hated math and I still do hate math my daughter hate math to I love her we are the same. ??????????
Mathematics is simultaneously the art of problem-solving and the philosophy of problem-solving.
Okay, this is very simple: You take a few rules (axioms) you like and go wild. You create a whole universe of things these rules imply. You create (define) some objects. Math is the connections and relations between your objects. It's like Magic the Gathering, except you don't have to buy cards.
Very inspired! I was actually looking for an explanation of what mathematics are and happened upon this - I don’t think I can find a better one!
Mathematic is that which I get to know by thinking about the simplest things like prime numbers and waves.
これ当時から何回も見に来てます。また来た。
I just love him :'( and I love maths , maths is more than just endless numbers it's a philosophy that needs endless view
:'( he is beautiful
There's a reason why mathematicians don't go into stand up comedy.
Your generalization based on this sample size of one illustrates that you’re clearly no statistician, much less mathematician
What?!@@chrischappa962
he's joking dude @@chrischappa962
I've never thought about math in this way. I have an article to write on math( my major subject) and after looking at some books and articles written by several mathematician, I've come to the conclusion that we should be taught about philosophy of math along with the core subject !
やっぱり僕も自分の描くファンタジーを信じ続ける事にしました。何より、『数学なんて辛くて難しくてつまらない』と言う自身ではなく数学を受け入れている新しいじしんを掴み取れそうで嬉しいです。学生の頃に言葉にできないけれど確かに求めていた授業ってこう言う事だった気がします。ありがとう！
After all, I decided to keep believing in the fantasy I drew. Above all, I'm glad that I can get a new idea of accepting mathematics instead of saying "math is painful, difficult and boring". When I was a student, I couldn't put it into words, but I think the class I was looking for was something like this. Thank you! is what this person said in english if you didnt understand
@@almondmilk1062 Thank you
Math is about the quantities of the Nature (Nature = everything).
Thank you for uploading this.
When you really get into mathematics you will know he is right:)
i am untrained Mathemticiam and i came to exact same conclusion on my own.
i can effectively describe how i use my mind in this way.
Enjoyed this. Very relatable to artistic practices.. Hope you are still sharing your passion and perspective 💭
Fabulous ......Encountering with your own inner Universe.....Well said
Loved it, talking about Joocho, I had the same Experience as he said.
I think a math concert is a wonderful idea.
He’s such a great speaker ngl
MATH is the gateway to another dimension
Some of these comments suggest the problem faced in evolving a more coherent basis for math. Masao Morita has truncated his ideas, and they may sound trivial. But they're based in sound neuroscience. Humans (and other animals) come prepared with heuristic tools to explore reality. Infants have more neurons than adults, and those early years lay down a vast number of intraneural paths. Yet as I write this I realize how foolish I am, given the reactions already here.
Math is essentially a *technology* (a set of *tools*, like numbers, and *techniques*, like theorems) that we use to *represent* (or *simulate*) Reality. We use those simulations to *analyze* phenomena and *predict* results. Maths is so complex, it forces us to think over our... *thinking* (that is: cognition). That is the reason why it is so fascinating.
Simply wow! I love mathematics however completely differ concept than I do love.
I think he means having the "sense" of numbers before you start thinking of "Is this right, or is that right?"
Maths: The Fifth Dimension
Wonderful presentation. We can feel the beauty-connection of the inner/outer world
Nothing’s changed. I’m leaving here with the same question I arrived: what am I going to eat for dinner?
Excelent talk. I love the spiritual perspective. Because is that i ve percepted the math. If you can conect the sorrounding things, you have to find the math behind the thought process nad their levels of complexity.
My journey to learning mathematics.
I thought he said math was about JoJo. You thought this was a manga, but it was I all along! Mathematics!
母と父と子との御名において···
幾何と代数と解析の御業において···
三位一体🙏
For a young guy he speaks well.
Welcome to the Velvet Room／情緒／Smooth room！
One is not meaningless, because there are things and if you have 1 thing, you have the concept of 1.
Creo que no estás entendiendo la idea de "meaning" y sentir algo no es suficiente como para justifica un "concept" lógicamente hablando. :P
数学のもとになるのは頭ではない。情緒だ
～岡潔〜
心は脳内に存在しない
〜小林秀雄〜
that is brilliant, the consciousnesses.
人の中心は「情」であって、情の根底は「人の心の悲しみを自分のからだの痛みのごとく感じる心」すなわち観音大悲の心である。
～岡潔～
知性は理性と同一ではなく、理想を含んだものだと思うが、
はっきりと理想に気づいたのもギリシャ文化が初めてだった。
これを代表しているのがプラトンの哲学・及びユークリッドの幾何学である。
～岡潔〜
I find it hard to believe that the number one does not exist, for me it is the representation of a single object, and the number one does come from the real life and is not only existant in our brain. All the rest in math (not maths) is the consequence of this.
Allow me to correct you brother! we can not "Create" concept, we discover concepts, it is already there, in nature...
人は極端になにかをやれば必ず好きになるという性質をもっています。
好きにならぬのがむしろ不思議です。
～岡潔〜
またチキンレースかあ、壊れるなあ・・・
"The very act of looking inside your mind and encountering with your inner universe."
Introspection?
No Sir , Encountering is one step ahead of introspection because if you introspect you only see yourself like your past work , habits and believes but Encountering is linked with Questioning and finding path ways to get new routes.
at first, sorry for my poor English,
I think, it may be difficult to understand what he wanna say for other than Japanese because what he say is based on or associated with Japanese traditional idea, culture, religions FEX "Zen" , and "experience of Kiyoshi Oka" in Japan the most.
Japan is different from western country in every way.
Actually,I read his book , andI think his main idea is that
We can't make real real real．．! things , because it has already exsited anywhere and It's changing constantly ...
you know as this, It's so hard to express his idea lol....or I can't understand his completely too. haha
But I think this idea helps a anything "〜gy" or olso life itself
He is suggesting it help progless of mathematics, as there was the case of Kiyoshi Oka.
He has not presented nothing about great discovers about mathematics yet, but I believe he will contribute to developments of mathematics in some way in the future.
and I'm the one inspired of his book
this is like all of life right here
I love this video.
I think TED talks are the best things ever. There are a very few on math -and they are all bad -especially this one.
There is no word that is a direct translation -yet he can't even describe it??
His message -''use the force Luke''. yea sure.
人と人との間にはよく情が通じ、
人と自然の間にもよく情が通じます。これが日本人です。
〜岡潔〜
木の人、石の人、鬼道とサムライとデルス・ウザーラ
I was drawn here from making 808, then sine waves vectors, 3d, trig, theory, then here
数学は必ず発見の前に一度行き詰まるのです。
行き詰まるから発見するのです。
～岡潔～
サイドブレーキとドリフト走行
Fuzzy logic is the sexiest, in my opinion.
Love it! ❤️
great..........
敬虔ということで気になるのは、最近、「人づくり」という言葉があることである。人の子を育てるのは大自然なのであって、人はその手助けをするにすぎない。「人づくり」などというのは思い上がりもはなはだしいと思う。
～岡潔～
数学が情緒の中で自分自身と出会うものなんて考えたことなかった
数学と情緒って対極に近いものとすら思ってた
数学から自分自身と出会う、情緒を感じる感じ方を教えてもらいたいな
数学からどんな自分に出会えるのかアクセスしてみたい
問題を出さないで答えだけを出そうというのは不可能ですね
～岡潔〜
原因を出さないで結果だけを出そうというのは不可能ですね
理想の高さが気品の高さになるのである。
～岡潔～
宇宙際タイヒミュラー理論
this is the worst TED talk I have ever watched. Basically the main message is "math is not all about numbers and calculations". Then he claims that in math there are composers but there aren't players and he is going to be a player. I thought he was going to show something beautiful and creative. The big surprise was just the word "jocho". The audience is still confused because he said math is not all about numbers, but he hasn't said what is math about yet. Then, guess what, math is "the very act of looking inside your mind and encountering with your ... "jocho"!!! GREAT NEWS!!! GOOD JOB!!!
ALGEBRA ISN'T HARD-MATHS TAUGHT RIGHT WAY IS VERY INTERESTING N 1 CAN SCORE HIGHEST IN CALCULUS N TRIGONOMETRY WITHOUT PAPER IN ABOUT 5SECS-BE THOROUGH IN BASICS-RIGHT TEACHER WILL PUSH HARD-SHOULD NOT HAVE PHOBIA OF TEACHER AS I DID
ビートたけしも
数学は哲学だと言っていた！
とりあえず私も、
１＋１から考えてみようと思います。
love it!
He could have replaced anything with maths in the latter jocho part. Say, take a physics problem, try to do it by yourself... what’s the point.?
I wander if you could say the more specific a fact is the more concrete it is?
Wonder*
①大食／舌／慢
②色欲／胸／過慢
③怠惰／右手／慢過慢
④傲慢／顔／ーー
⑤ーー／耳／我慢
⑥強欲／左手／増長慢
⑦嫉妬／足／卑屈
⑧憤怒／目／邪慢
零つの歴史
一つの国家
二つの文字
三つの宗教
四つの言語
五つの民族
六つの共和／法律
七つの国境
八つの陰陽
thanks
I couldn't agree more
どの人がしゃべったのかが大切なのであって、
何をしゃべったかはそれほど大切ではない。
～岡潔～
クリス・ロック「G.I.ジェーン２期待してるぜ！... ﾊﾟｧﾝ!✋」
I liked the talk and him hahaha.
He has a dark sense of humor
数学上の発見に関して、
西洋人はインスピレーション型、日本人は情緒型。
〜岡潔〜
David is 零戦、Jack is 雷電、Patriot is らりるれろ。
広い世界のものには関心が持ちにくく
狭い世界のものには関心が持ちやすい
～岡潔〜
الزائد أخو الناقص 過剰は不足の兄弟である
No he is saying you cant prove 1 be ause thats the same as asking how where when did the universe start? Correct me if im wrong.
Very good. Thankyou.
L like your because am good at math thank you for telling new things
（情緒とは？）野に咲く一輪のスミレを美しいと思う心。
～岡潔〜
ジョージ・ワシントンと桜の木
Heartly agreed point by point of what you said.
Really a bad talk. And even if he was able to comprehend what he was speaking, surely the audience couldnt because till you dont even understand the very fabric of the subject (thats logic) you cant comprehend Jocho, and innver universe and all that way abstract stuff.
Well but I do partially agree with him because all of Algebra and Arithmetic (Not all of mathematics) can be reduced to the single element "1"
私は三日かからねば
つまり二晩寝なければ解けないという問題から問題と呼ぶことにしている
～岡潔〜
無我夢中
I hate when he laughs by him self and says boring joke. Don't act. You can be your self.
時間は情緒に近い。
～岡潔〜
包摂的半順序
I want to be a mathematical economist .
心が納得するためには、情が承知しなければなりませんね。
～岡潔～
神を知る事と神を信じる事とは異なります···（映画コンスタンティン）
Wonder what he said at 7:45 to 7:47?
足が大地をはなれて飛び上がっているようなもので、
第二歩をだすことができない。そういうのを抽象的といったのです。
～岡潔～
メタ社と大量雇用
Wow, the intro is so awkward...
本だって読むことより読みたいと思うことのほうが大切なのです。
～岡潔～
ほならね？マンガでもエエやん！
3:23 Ouch, that hurt man
日本人は聴衆に媚びる傾向が外国人よりかなり強い。歪んだ作り笑顔を浮かべる。
そのくせというかそのせいなのか、例えばおかしなことを喋って自分で笑ってしまう。
聴衆はそれでしらける。外国人はたいていはとても真摯に喋る。そしておかしなこと
を言っても真面目な顔をしている。それで聴衆は余計に笑う。
オリジナルは生命の燃焼によってしか作れない。
～岡潔～
価値は生命に従って付いている
〜椎名林檎〜
人は無明を押えさえすれば、
やっていることが面白くなってくるということができるのです
～岡潔〜
はい観測者問題／認知学👉
Huh I thought he would at least explain what the fudge a math concert is... That way I might have thought: "Cool..." but I don't think it ever happened.
Agree that Andrew Wiles is a very great mathematician but Wiles ‘s working is just useful for development modern mathematics. If he uses it for a three-letter equation like: x^n+y^n=/ z^n. It should become dull.when using wastefully 400 pages meat wrapping paper about a equation that was solved in only seven lines
x,y,z,n are integers. n>2.Suppose: x^n+y^n=z^n. Define n=na.1/a
Definitely find there exists at least an integer a ,such that z¹/a is an irrational number.
Because x^n+y^n=z^n. So :x¹/a+y¹/a=z¹/a+d. So: (x¹/a+y¹/a)^na=(z¹/a+d)^na.
x^n+nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a+y^n=z^n+naz^(na - 1)/a.d+….+naz¹/a.d^(na - 1)+d^na.
naz^(na - 1)/a.d=nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na].
na.z^n=[z¹/a / (x¹/a+y¹/a - z¹/a)]..{nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]}
because choose z¹/a is an irrational number.=>[z¹/a / (x¹/a+y¹/a - z¹/a)] is also an irrational number=>polynomial later is also an irrational number.
but [na. z^n ] is an integer.
Unreasonable !
So: x^n+y^n=/z^n.
Đồng ý rằng Andrew Wiles là một nhà toán học rất vĩ đại nhưng công việc của Wiles chỉ hữu ích cho việc phát triển toán học hiện đại. Nếu ông sử dụng nó cho một phương trình ba chữ như: x ^ n + y ^ n = / z ^ n. Nó sẽ trở nên ngu si đần độn. Khi sử dụng lãng phí 400 trang giấy gói về một phương trình đã được giải quyết trong chỉ có bảy dòng
X, y, z, n là số nguyên. N> 2.Suppose: x ^ n + y ^ n = z ^ n. Xác định n = na.1 / a
Chắc chắn tìm thấy tồn tại ít nhất một số nguyên a, sao cho z¹ / a là một số không hợp lý.
Bởi vì x ^ n + y ^ n = z ^ n. Vì vậy: x¹ / a + y¹ / a = z¹ / a + d. Vì vậy: (x¹ / a + y¹ / a) ^ na = (z¹ / a + d) ^ na.
x^n+nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a+y^n=z^n+naz^(na - 1)/a.d+….+naz¹/a.d^(na - 1)+d^na.
naz^(na - 1)/a.d=nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na].
na.z^n=[z¹/a / (x¹/a+y¹/a - z¹/a)]..{nax^(na - 1)/a.y¹/a+….+nax¹/a.y^(na - 1)/a - [….+naz¹/a.d^(na - 1)+d^na]}
Bởi vì chọn z¹ / a là một số bất hợp lý. => [Z¹ / a / (x¹ / a + y¹ / a - z¹ / a)] cũng là một số không hợp lý => đa thức sau đó cũng là một số không hợp lý.
Nhưng [na. Z ^ n] là một số nguyên.
Không hợp lý!
Vì vậy x^n+y^n=/z^n.
聖霊／魂／♥／∨／母を崇めよ☝
SAMURAI SPIRITSｯ！！
1 is what, either an empty set or a set containing the empty set. I forgot, haha.
and, set is an axiom so voila, can't prove, need to believe.
大学までは数学ってただの計算にすぎないからな
だから普通の人たちには数学＝計算だと思われてしまう
情緒の中心の調和が損なわれると人の心は腐敗する。
社会も文化もあっという間にとめどもなく悪くなってしまう。
～岡潔～
Does anyone know how to spell the name of Japanese mathematician he mentioned at 5:10 ?
en.wikipedia.org/wiki/Kiyoshi_Oka Here you go :)
thank you!
Like for JoJo
数学は印象でやるもので記憶はかえって邪魔になる。
忘れるものはドンドン忘れて行く。これが極意です。
～岡潔〜
Σ🤯！？
Vedic mathematics
フランス語でいうならespritかなあ、この辺は本当に難しい。
This is good math talk and when I was little girl I hated math and I still do hate math my daughter hate math to I love her we are the same. ??????????
single black mother spotted
3:40 Math conserts? Can someone explain what he means by this?
Vegard Fjeldberg he said concerts