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Terence Tao on Prime Numbers 

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The following clip is a highlight. To view the full talk visit www.abc.net.au/...
Former child prodigy Terence Tao has grown up to be one of the world's greatest living mathematicians. At 24 he became the youngest ever person appointed full professor at UCLA, and at the tender age of 31 he was awarded the maths world's highest honour, the Fields medal. Back in his childhood home of Australia, he visited the ANU to deliver this fascinating talk about one of his favourite subjects, prime numbers.

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29 сен 2024

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Комментарии : 557   
@gris186
@gris186 8 лет назад
Could listen to him explain math all day.
@bustownbc2787
@bustownbc2787 4 года назад
Shits boring and common sense
@MixMastaCopyCat
@MixMastaCopyCat 3 года назад
@@bustownbc2787 This is a terrible attitude for exploring math
@YashSingh-mr9dz
@YashSingh-mr9dz 3 года назад
@@MixMastaCopyCat After some Math they're gonna say Shits boring and explodes head
@jellyslapper2872
@jellyslapper2872 3 года назад
Yup I could listen all day and still not understand math haha.
@cloud9847
@cloud9847 3 года назад
"I don't even know everything going on" - fear strikes the crowd
@mattmahoney890
@mattmahoney890 3 года назад
Feeeeaaaarrrrr
@TravelWorld1
@TravelWorld1 7 лет назад
Terence Tao is the greatest living Mathematician.
@jenniferlawrence944
@jenniferlawrence944 3 года назад
ever heard of gregory perelman?
@TravelWorld1
@TravelWorld1 3 года назад
@@jenniferlawrence944 no
@jacoboribilik3253
@jacoboribilik3253 3 года назад
@@TravelWorld1 how can you not know who grigory perelmen is. He proved Poincare conjecture. And don't swallow everything Numberphile says.
@tuberaxx
@tuberaxx 2 года назад
Perelman is great, but I think Terence Tao is more versatile like Gauss and more collaborative like Erdös.
@nomarxistspls90
@nomarxistspls90 Год назад
@@jenniferlawrence944 yeah the guy who turned down 1million and lives in his mums basement?
@winstonsabellona2204
@winstonsabellona2204 4 года назад
5:04 when you thought Terence will talk about something too complex and advanced(y I hesitated playing this vid) yet end up listening about basic number theory.
@adelarscheidt
@adelarscheidt 7 лет назад
I'm glad youtube offers the option to slow down 0.75x
@userma_r.cr123
@userma_r.cr123 6 лет назад
Adelar Scheidt loool
@umarjanbhat3819
@umarjanbhat3819 6 лет назад
😂
@intelligence6743
@intelligence6743 3 года назад
😂😂😂😂
@gerjaison
@gerjaison 3 года назад
He does sound so much better, and understandable. You're a "practical" genius
@phillipchien
@phillipchien 2 года назад
Had to read that over a couple of times
@Phymacss
@Phymacss Год назад
He’s simply the best mathematician
@СергейПавленко-х5я
Perelman
@TheKrazyLobster
@TheKrazyLobster 3 года назад
I love this man
@ZeroKelvin
@ZeroKelvin 7 лет назад
I'm clearly missing and important piece of information. It seems like we can generate new largest primes by just multiplying all of the prime numbers up to the largest then adding one. Or is that outside of current computational abilities?
@Empyreangg
@Empyreangg 7 лет назад
If we had a list of all the prime numbers up to a certain point, then yes we could do that. The issue is that you can't be missing any primes up to the largest one you know about. Suppose you knew 2 and 7 are prime, but didn't know that 3 or 5 are prime. Then multiplying all the primes you know about (2 and 7), then adding one you would get 2*7+1=14+1=15, but 15 is not prime. The largest prime number known currently is 2^74207281 − 1, which is 22,338,618 digits long. We could find a larger prime if we knew all of the primes smaller than this one, but it would take more effort to find all the missing primes than trying to compute a bigger one by other methods.
@thiantromp6607
@thiantromp6607 4 года назад
Martin Derige the number that you get from multiplying all the primes is not guaranteed to be a prime number, just to have a previously unknown prime factor.
@divisionzero715
@divisionzero715 3 года назад
There are a coupe of problems. One is, that primes tend to be more or less randomly distributed. Using this method on its own may leave gaps. The second is, as you mentioned, computation. Integer multiplication is a very fast operation, however, any machine would choke up for months trying to multiply 10^25 numbers for example. It's a good way to start, but it's not feasible in the long term.
@powerdriller4124
@powerdriller4124 3 года назад
@@thiantromp6607 :: Right. It means that none of the known primes is a factor of that product-plus-one number, so it is either a prime, or has a prime factor larger than the largest known prime (and of course, smaller than that product-plus-one number.)
@prasadraos
@prasadraos 3 года назад
What a cool guy!
@sreenivasramana5466
@sreenivasramana5466 5 лет назад
GREATEST OF MATH TAO
@jasminebe1630
@jasminebe1630 10 лет назад
It took me an hour to understand what a prime number is.
@anarki777
@anarki777 8 лет назад
+Jasmine Be - Oh dear.
@SuperRigo90
@SuperRigo90 7 лет назад
I only watched the prime number parts of the video starting at 0:02
@GammaFZ
@GammaFZ 4 года назад
video after terence tao teaching something: *this is abc fora* me: *nobody cares*
@patrickodoherty1334
@patrickodoherty1334 9 лет назад
You can find interesting facts and puzzles about Prime Numbers and Magic Squares, Smith Numbers, and Arithmetic and Palindromic Primes on Glenn Westmore's blog.
@stolenlaptop
@stolenlaptop 3 года назад
Fun drinking game, take a shot every time he says "umm"...
@cpxie3061
@cpxie3061 2 года назад
Proof. Suppose there’re finite number of primes, Multiply them all plus 1=p. Clearly, none of those primes divides p since none divides 1. Now, we have an p that’s not a product of any prime and bigger than 1, by definition itself must be a prime, yet p is not within that total prime list we assumed. Hence, it’s a contradiction, and the original statement “there’s only this finite number of primes” must be wrong, and primes must be infinite.
@colinluby5950
@colinluby5950 6 лет назад
Interesting guy
@intelligence6743
@intelligence6743 3 года назад
Where can i find this complete video
@kentpellerin36
@kentpellerin36 8 лет назад
the disposition of the prime quarantined double but only in half will get you £=¥ giving you the smallest gap of 264
@leolldankology
@leolldankology 8 лет назад
Kent Pellerin I smoked a prime # of bong hits and ate 3.14
@davidwilkie9551
@davidwilkie9551 6 лет назад
Time is prime, because "in-form-ation", the timed measurement of motion with motion (vectors) mechanism, is the principle of connection at specific ratios, causing a tangential difference of "ratio-n-al-ity", "everything all at once" instantaneous alignment in the:- zero to infinity, now in eternity, divided interval of relative ratios of fluid change. It gives the appearance of identity in space, "something in nothing", materializeation spectrum of relative time-timing duration history. Ie it's the Quantum Mechanism Universe, in plain language.
@hariasokan6943
@hariasokan6943 5 лет назад
Dude, wtf do you smoke?
@maximmarchal9991
@maximmarchal9991 5 лет назад
You're delusional if you think any of this is even slightly true, get help
@divisionzero715
@divisionzero715 3 года назад
You literally made 0 sense here, bud
@iickle
@iickle 13 лет назад
Is it just me or does Terence Tao sounds a lot like Jimmy Valmer from South Park?
@pigcake101
@pigcake101 3 года назад
Mr math himself explains some math
@quantumdevil5147
@quantumdevil5147 Год назад
I don't understood why he frequently placed his hand on his chin
@iconsworld9
@iconsworld9 2 года назад
Terence tao personality is kind of like anish giri
@fatherrussell5303
@fatherrussell5303 3 года назад
Isn’t this the PHD kid?
@deathxunnat4693
@deathxunnat4693 3 года назад
Pov: you're here after tibees
@boarking3670
@boarking3670 2 года назад
He is the Bruce Lee of Math
@johnmelber1205
@johnmelber1205 3 года назад
putin is watcing , nobody can reach his level, even if you learn from him for years, this is gift.
@subodhjam
@subodhjam 13 лет назад
A great mathematician can be gauged by his inability to make eye contact. This guy is a boss.
@swollpenispok8172
@swollpenispok8172 3 года назад
Is more better or less?
@jocabulous
@jocabulous 3 года назад
follow up question, how can you tell how much/little eye contact he makes from this video?
@happy1288
@happy1288 3 года назад
Wth lol
@andrewolivetreemixing
@andrewolivetreemixing 3 года назад
Lol
@I_discovered_civilization
@I_discovered_civilization 3 года назад
Many geniuses are on the spectrum.. hence the lack of direct eye contact.
@Light-vu6ws
@Light-vu6ws 7 лет назад
3:55 I didn't know that Euclid was attending Terence's lecture.
@Light-vu6ws
@Light-vu6ws 3 года назад
@Anderson Jeffrey I was joking
@ruslannuriyev
@ruslannuriyev 3 года назад
@Anderson Jeffrey The guy on the right looks like Euclid. That's what he meant.
@procheck9220
@procheck9220 3 года назад
@Anderson Jeffrey Bruh.. is this your first day on the internet? the guy means there is a person in the audience that looks like Euclid...
@amir3515
@amir3515 3 года назад
@Anderson Jeffrey r/whoooosh
@khoavo5758
@khoavo5758 3 года назад
@Anderson JeffreyPretty sure everyone got the joke (beside you ofc)
@SalesforceUSA
@SalesforceUSA 3 года назад
Tao is a very good communicator. Modest, fluent, responsive, considered, honest, and humorous. Very good person, a great scholar and a gentleman to the core...
@hamburgeryumyum7491
@hamburgeryumyum7491 2 года назад
When this guy was 7 years old he could do math stuff at the level of a 24 year old
@lionpersia
@lionpersia 12 лет назад
Terence Tao is a top mathematician; the mathematics of 21st century will be remembered with his name. I've read his PhD thesis. Normally, a PhD thesis must be about 170 pages but his was roughly 40 pages and accepted. He's a genius harmonic analyst, which let him prove, along with Ben Green, that any residue class of any modulus has infinitely many primes. Also, he's a chief editor of one of the journals of the AMS. Oh, by the way, his annual worth is 463 000 $.
@pranitgandhi6832
@pranitgandhi6832 3 года назад
If this is true, that's crazy!
@zerosugarmatcha7348
@zerosugarmatcha7348 3 года назад
@Anderson Jeffrey He's not paid for writing on blackboard dude, he's paid for advancing the knowledge for humanity. He's well underpaid comparing the celebrities, athletes and politicians.
@allall8695
@allall8695 3 года назад
@Anderson Jeffrey That club of high rollers have gatekeeping mechanisms (*cough* income taxes *cough) that prevent individuals even with the fattest paychecks from getting in or sustaining their position there. It's a different pecking order entirely.
@luigy0648
@luigy0648 3 года назад
@Anderson Jeffrey as @Zero says, this guy is quite underpaid compared to his advances and all he is given to human knowledge. Is not just writing on a blackboard. You could say stupid things like that about sports for example.
@luigy0648
@luigy0648 3 года назад
@Anderson Jeffrey totally agree that there are people out there doing great stuff, for example, a lot of scientists with pretty mediocre salaries due to bad politics. Tao's work is great and I think he deserves that, as I also think there are a lot of people just getting to much
@joeyboyztng6400
@joeyboyztng6400 7 лет назад
How about optimus prime that came to invade our world
@xXxBladeStormxXx
@xXxBladeStormxXx 5 лет назад
Optimus Prime didn't come to invade our world moron, he was trying to save it.
@xeno4162
@xeno4162 4 года назад
yo surely are a moron
@Chataine91
@Chataine91 7 лет назад
Surprisingly insightful. I could follow him quite easily and I'm not a mathematician.
@stickyrice2141
@stickyrice2141 2 года назад
So, you're a good listener... LOL
@PoliticallyCorrect
@PoliticallyCorrect 2 года назад
@@stickyrice2141 shh
@Anya_Boo
@Anya_Boo 3 года назад
Terence Tao defenitely needs a beard
@piousseph6219
@piousseph6219 3 года назад
Bro looks like he gonna live till 120
@Qritiqal
@Qritiqal 3 года назад
"It takes a while to get used to this type of argument." -- says the guy who understood it at the age of 4.
@hennyhalim3786
@hennyhalim3786 9 лет назад
he speaks so fast like his brain also thinks like that fast.. Cool!
@keshavl1089
@keshavl1089 6 лет назад
I have seen so many dumbs speaking very fast
@bipensubba4709
@bipensubba4709 4 года назад
Fool... You clearly are a hypocrite just of what you said. I suggest that you exercise your flawed logic.
@felipebrunetta2106
@felipebrunetta2106 4 года назад
Considering tao has one of the highest IQs in human history he should have a hard time putting all of that in words
@robertveith6383
@robertveith6383 2 года назад
He speaks too fast.
@dsbmgrey9504
@dsbmgrey9504 8 лет назад
Euclid was a real genius.
@MsRyanstone
@MsRyanstone 6 лет назад
Yes he really was a towering genius
@johnchessant3012
@johnchessant3012 2 года назад
"prove something is true by proving that it is not false" So obvious, yet so useful
@adrianusraditya8329
@adrianusraditya8329 7 лет назад
I don't mind him being my maths teacher.. he's just so passionate
@shucklesors
@shucklesors 3 года назад
oh you 'don't mind' him... wow what an honour it would be for him to not be minded by you to teach
@petehenry7878
@petehenry7878 3 года назад
@@shucklesors Why must you be an ass? Obviously Adrianus meant, I "WOULDN'T" mind him being my math teacher.
@michelberden3717
@michelberden3717 3 года назад
@@shucklesors lol
@eurko111
@eurko111 3 года назад
@@petehenry7878 you do realize how entitled it sounds?, to be the one to "not mind" have a renowned mathematician as your tutor?
@petehenry7878
@petehenry7878 3 года назад
@@eurko111 BTW sweetheart, Tao is a professor, a professor is a teacher. Either way he teaches more than one student at a time. Where as a tutor is a private teacher, so if anyone is making any kind of entitled comment, it's you.
@ndk4
@ndk4 8 лет назад
He's like roger federer of math
@Savage-ws7sy
@Savage-ws7sy 8 лет назад
lol
@bedroom7653
@bedroom7653 7 лет назад
ndk4 they both computers
@jmiquelmb
@jmiquelmb 7 лет назад
You mean Federer is the Terence Tao of tennis
@rodrigo100kk
@rodrigo100kk 7 лет назад
Actually the current Nobel Prize mathematician is Arthur Ávila.
@procrastinateurreformateur5968
more Nadal :-)
@chaijackleng4486
@chaijackleng4486 7 лет назад
He is Bruce Lee of math
@maxwellsequation4887
@maxwellsequation4887 4 года назад
He is too great to be compared to some dancing boi
@nodeathingames2701
@nodeathingames2701 3 года назад
tao of math.
@AstroSully
@AstroSully 3 года назад
@@maxwellsequation4887 😴
@lakiboiBB4L
@lakiboiBB4L 14 лет назад
its an honor to even be learning from him on youtube
@Longshlong99
@Longshlong99 2 года назад
I am wondering, 11 years later, if you would reply to this comment, how crazy would that be
@raph8057
@raph8057 9 месяцев назад
it'd be even crazier if you replied to this one
@Sutapa-qj1ir
@Sutapa-qj1ir 4 месяца назад
More crazier if you reply to this one
@cosmicsapientia2447
@cosmicsapientia2447 Месяц назад
siuuuuuu
@AbhishekSachans
@AbhishekSachans 4 года назад
Yeah, Could listen him all day! His comprehensive expression of mathematics is very beautiful plus useful.
@Runtime_dragon
@Runtime_dragon 5 лет назад
3:04 the most excellent reasoning.
@syahnazmi29
@syahnazmi29 7 лет назад
if Terence Tao is a rapper, Eminem would be the pizza delivery dude while Nicki Minaj would be working in McDonald's
@robinwu7333
@robinwu7333 7 лет назад
He speaks too damn cast.
@Lordlugworm
@Lordlugworm 13 лет назад
Hello. Equasions are already there?=YES= We only discover them? We do not make the Maths? But Maths is Behind Every last thing?=YES So. How does the big Bang Make the maths?=It does not. How does the big Bang Make a Uniform universe?=It does? The Maths are in the Big Bang Or Bangs ,how can this be? = If we are discovering them. Who left them for us to Discover? Nope. i Cannot owrk this one out? mathematicians can you work that one out for me Please???
@si_quest
@si_quest 8 лет назад
I understood Everything But also understand Nothing. It's kind of odd.
@jbman890
@jbman890 8 лет назад
+Super ATP Synthase Schrödinger disagrees
@222222225574
@222222225574 7 лет назад
You got AIDS for sure!
@pranavmalik6242
@pranavmalik6242 7 лет назад
If it's odd it may be prime.
@u.v.s.5583
@u.v.s.5583 7 лет назад
Mathematically speaking, there exist even prime numbers, too.
@bedroom7653
@bedroom7653 7 лет назад
U.V. S. Two*
@watherby29
@watherby29 3 года назад
"This is abc fora" hits me like a sleep twitch.
@areyouarobotz
@areyouarobotz 3 года назад
I did lol irl
@ComputerCurry
@ComputerCurry 3 года назад
Lol
@jasminebe1630
@jasminebe1630 10 лет назад
He wouldn't mind saving me from IP class and doing my homework would he?
@vlogsbyrow
@vlogsbyrow 5 лет назад
I read Simon Singh's "The Simpsons and Their Mathematical Secrets" which mentioned this exact proof, but I find it odd that he didn't mention one thing. There are two parts of Euclid's discovery. The first is what Tao mentioned which is that if you multiplied all the primes and add 1 it could result in another prime that wasn't part of the original set. You know it wasn't part of the original set because it is much bigger than all of the numbers in the set (for example 31 is much larger than 2, 3, and 5 since you're multiplying them to produce a new number). LONG STORY SHORT: Tao mentioned the first part of the theorem. What he missed was also amazing. Euclid said that if the number produced by multiplying all the numbers in the set and add one to produce a COMPOSITE number (i.e. not a prime number), then you can come up with even more primes. Let's say you have the set 2, 3, 5, 7, 11, and 13. If you multiply them and add 1, you get 30031. That is a composite number meaning it has factors besides 1 and itself. It turns out its other factors are 59 and 509, which are 2 new primes that were not included in the set. Why does this always produce new prime numbers? If you try to divide 30031 by any of the numbers in our set 2, 3, 5, 7, 11 and 13, then the remainder will always be 1 (which makes sense). Therefore, if a composite number is formed by multiplying all the primes and adding 1, it will always produce at least 2 new primes. I see that a lot of the comments are either saying that Tao's fast talking/stuttering is due to his fast mind or that they didn't understand anything, so I don't think this comment really belongs here. Respect the man's content.
@98danielray
@98danielray 3 года назад
that is an addendum if anything, since the "first part" already proves the theorem by LEM.
@98danielray
@98danielray 3 года назад
oh I see what you mean, you werent talking about expliciting them. the thing is this proof is generally given in such a way that the second step is considered obvious when I agree it should not be.
@MrHellokitty2828
@MrHellokitty2828 12 лет назад
if he touches his chin one more fucking time
@zissou6928
@zissou6928 10 лет назад
Seems like English hinders his intelligence. He should invent an advanced language that allows him to deliver bigger chunks of info quicker
@inter3684
@inter3684 8 лет назад
LOL
@nidhishgautam9043
@nidhishgautam9043 8 лет назад
extremely true. I am also great in maths and want to do something in this field like other people. I also have noticed that my vocabulary is small in both languages English and my mother tongue Hindi.
@zissou6928
@zissou6928 8 лет назад
+nidhish gautam It's actually a joke.
@johndermesher6376
@johndermesher6376 7 лет назад
9enius He is Asian, he probably already did.
@rogerab1792
@rogerab1792 7 лет назад
you just have to read more, normally bilinguals are more gifted with languages, by reading I don't mean mathematical proofs and that kind of stuff though.
@moosapatrawala1554
@moosapatrawala1554 11 лет назад
he is agenius with iq 230 it is totally normal for him to speak like that
@niemand262
@niemand262 3 года назад
It's fascinating to hear that Euclid was "rejecting the null hypothesis" so long ago. This is a fundamental tool in science even today.
@JM-us3fr
@JM-us3fr 3 года назад
I wouldn't exactly think of it this way. Rejecting the null hypothesis just tells us the null hypothesis doesn't fit the data as well as the alternative hypothesis (with high confidence), whereas a contradiction proof says we can't even assume the contrary without arriving at a paradox. One is incompatible with the data we happened to sample, while the other is incompatible with logic itself.
@niemand262
@niemand262 3 года назад
@@JM-us3fr It's fundamentally the same process. We bisect a distribution of possibilities, we demonstrate that one of the possibilities can't be true, so the other must be true.
@nomarxistspls90
@nomarxistspls90 Год назад
@@niemand262 you are clearly not a pure math major. That’s ok. But they are NOT “fundamentally the same concept”…🤦🏻‍♂️
@yangerrai1605
@yangerrai1605 3 года назад
This is the only video of him where I understood his lecture just because he talked about basic of real numbers also in a beautiful way
@aoeu256
@aoeu256 5 лет назад
Why is it that very smart people focus on math, physics, and epistemology. Are there any really smart people focusing on the "good life" or politics?
@aneeku7519
@aneeku7519 2 года назад
Actually, yes. But I think that mathematicians are often represented as geniuses (probably true but it’s the general representation), therefore there are also politician which are genius. I mean the majority is excepting genius to be only maths that’s why we make those statements that smart people are interested in maths. Yea that wasn’t clear at all but uh. Yes
@TheOriester
@TheOriester 7 месяцев назад
But (2 x 3 x 5 x 7 x 11 x 13 x 17) + 1 is not prime because You can divide it by 19
@tronghai55
@tronghai55 6 лет назад
Prime numbers are the anti chamber of nuclear physics and the studies of neutrino. But the non state mathematics dépend on the energy stratification of level analytics of the sub elements. If you level the crossroads energy of an atom and you don't take in consideration these principles then the researchers theorist cannot and will not be able to ascertain in mathematics the new theories in this challenging fields. Just like on a road with red lights if you don't know where are the red lights to guide your drive then you will not able too drive safely then your application of mathematical research will be a blind useless essay with no conclusive results. You have to understand a physical phenomena in vision before you can implement a strategy foundation of its mathematics core.
@sthetatos
@sthetatos 2 года назад
He says a lot of "hamm"... a genius, but must learn how to speak. By the way, as a mathematician and a man of great culture Yuri Manin is the guy.
@scowell
@scowell 7 лет назад
Nope... not going to abc.anything. Bye.... I'll get my Terence Tao somewhere else, thank you.
@alexanderealley9992
@alexanderealley9992 2 года назад
Answer to Riemann The answer to the Riemann Hypothesis is Infinity. Infinity times infinity equals infinity to the power of infinity. Infinity squared equals infinity to the power of infinity. If 2 is a prime then so is infinity. You are all welcome. All numbers are comprised of Primes but not all numbers are comprised of non-Primes. Primes make up the building blocks of infinity. They are telling the other numbers what to do. People are looking at numbers and infinity incorrectly. Infinity is Prime so case closed on the Hypothesis.
@normaljohn6035
@normaljohn6035 2 года назад
Learned about this guy doing research for my math history project (I’m a math major) literally yesterday. This guy is awesome
@Nikkikkikkiz
@Nikkikkikkiz 2 года назад
RU-vid or Google collected your data
@inocente106
@inocente106 7 лет назад
i was lost from 0:05 to 5:29 .. the rest i understood
@FitnessFreak
@FitnessFreak 3 года назад
haha what is left lol
@PiFe00
@PiFe00 2 года назад
This man seems to have the most itchy chin in the world ...
@ulilulable
@ulilulable 7 лет назад
From the description: "To view the full talk visit [broken link]" Any chance this will be fixed?
@hehehue6670
@hehehue6670 7 лет назад
Asians are smart
@brokenwave6125
@brokenwave6125 7 лет назад
Kaneki Ken Some of them
@abghaneedulla5049
@abghaneedulla5049 3 года назад
I wonder if Terence is able to calculate as fast if not faster than Ramanujam.. coz both of them are masters in number theory
@IrregularPineapples
@IrregularPineapples 7 лет назад
Full talk somewhere? Link in description doesn't work.
@loggins2182001
@loggins2182001 2 года назад
I have no idea what he is talking about, but I continue to watch anyway.
@Vandfeducky
@Vandfeducky 7 лет назад
Terence Tao is one of the most smartest people in the world and yet still gets nervous talking to the audience.
@mahikannakiham2477
@mahikannakiham2477 7 лет назад
What I wonder is why do we consider natural numbers as the product of primes instead of the sum of 1s? For example, instead of considering 8 as 2 x 2 x 2, why don't we consider it as 1 + 1 + 1 + 1 + 1 + 1 + 1 + 1 instead? By doing it this way, there would be no need for prime numbers, a sum of 1s is all we would need. Just a thought btw, because to me it seems that the rule "only divisible by 1 and itself and not equal to 1" is arbitrary.
@SmileyMPV
@SmileyMPV 7 лет назад
Mahikan Nakiham The two most important structures on natural numbers are addition and multiplication. While 1 might be the additive building block for all natural numbers, the prime numbers are the multiplicative building blocks for all natural numbers. This fact is used all over number theory and even other fields of mathematics. For instance, finding the greatest common divisor of two numbers is equivalent to finding their common multiplicative building blocks. In English: you can find the greatest common divisor of two numbers by looking at their prime factorizations and finding their common factors. Note that this is not the fastest way to determine the greatest common divisor, it is just an example of the usage of prime numbers
@mahikannakiham2477
@mahikannakiham2477 7 лет назад
Thanks for the explanation. I understand that primes are the multiplicative building blocks but isn't multiplication just a series of additions? For exemple, 2 x 2 is just 2 added 2 times. So to me, multiplication just seems like a concept we invented to facilitate calculations but doesn't seem to be part of the real world.
@98danielray
@98danielray 3 года назад
the natural numbers are in fact mainly constructed by successors
@DivineMaunze-e9u
@DivineMaunze-e9u 10 месяцев назад
Mr tao is my inspiration and indeed my fav mathematician,I listen to him very much
@kudzem
@kudzem 2 года назад
I feel uncomfortable when math is done with power point rather a chalkboard lol
@jordanadkins1828
@jordanadkins1828 3 года назад
aww poor number 1 got demoted by mathematician's :'(
@mauisstepsis5524
@mauisstepsis5524 7 месяцев назад
This feels like a primer to primes for elementary schoolers not college students and professors.
@epimaths
@epimaths Год назад
Rất thông minh. 🦄😚😑😑😐🎏🎏🙂🦄☺️😚☺️😐😚☺️😍😑🎁😍😑🎁🤗🤗🐯
@sidneysilva7364
@sidneysilva7364 4 месяца назад
Un brasileño reveló el secreto de los números primos, con mi respeto a todos los aquí presentes, ¿qué impacto tendría decir que algunos números no son primos? y los primos gemelos no existen? con dos fórmulas estándar dentro de una progresión aritmética (PA). dos; 19; 41; 59; 61; 79; 101; 139; 179; 181; 199; 239; 241; 281; 359; 401; 419; 421; 439; 461; 479; 499; 521; 541; 599; 601; 619; 641; 659; 661; 701; 719; 739; 761; 821; 839; 859; 881; 919; 941; 1019; 1021; 1039; 1061; 1181; 1201; 1259; 1279; 1301; 1319; 1321; 1361; 1381; 1399; 1439; 1459; 1481; 1499; 1559; 1579; 1601; 1619; 1621; 1699; 1721; 1741; 1759; 1801; 1861; 1879; 1901; 1979; En mi concepto, un número para ser primo tiene que ser factorizado sólo con el número primo en sí, de menor a mayor, y de mayor a menor, por lo que será considerado un número primo... como sancioné una ley que siempre debe ser respetado... .por lo que solo habrá un divisor para cada número primo factorizado... por lo tanto solo será divisible por el número primo mismo... sin comprometer la seguridad de un número cifrado, pero será seguridad sin fronteras, quiero decir: un escudo que nunca se romperá en la era actual...Sr. Sidney Silva, autor de algunas tesis científicas en el campo de las Matemáticas...un descubrimiento único y majestuoso...un descubrimiento impactante e intrigante. .. √2; √3; √4; √5; √6; √7; √8; √9; √10; √11,√12, √877, √350734139, ¿es igual al enigmático número de Pi, con 02 fórmulas increíbles?
@اللهمأنصراخوانناالفلسطينيين
May peace and blessings be upon our master Muhammad, may God bless him and grant him peace 🌺🌺 Read Surat Al-Mulk every night because it prevents the torment of the grave, as it only takes 6 minutes of time 🌺🌺 Read Surat Al-Kahf on Friday so that God may make you a light between the two Fridays 🤲 Oh God, forgive me and all the believing men and women, living among them and the dead (God writes for you billions of good deeds when you call for forgiveness for the believers, the living and the dead among them!!!! Glory be to God and praise be to Him! Glory be to God the Great) Glory be to God and praise be to Him (a hundred times so that God may forgive you all your sins as if they were like sea foam, it only takes 2 minutes) ⬅️ There is no god but God alone, without partner, to Him belongs the kingdom and to Him belongs praise and He is over all things powerful (100 times so that God writes for you the reward of those who freed 10 slaves “free 10 slaves” + 100 good deeds and a good deed is ten times greater if = 1000 good deed + 100 bad deeds will be erased for you + you will be protected from the accursed Satan until you become ⬅️ There is neither might nor power except with Allah, the Most High, the Great Glory be to God and praise be to Him, Glory be to God the Great ⬅️ Oh God, bless Muhammad and the family of Muhammad as you prayed to Ibrahim and the family of Abraham that you are praiseworthy and glorious and bless Muhammad and the family of Muhammad as you blessed Ibrahim and the family of Abraham that you are praiseworthy and glorious 🌟⭐ ⬅️ Glory be to God and praise be to him the number of his creation and the satisfaction of himself and the weight of his throne and the ink of his words if you say them as if you remember God Almighty hours ago!!! Glory be to God, the Great, the Generous, the Forgiving, the Merciful 💠💠 If you want to complete Surat Al-Baqarah daily, then read 10 pages after each obligatory prayer, you will complete it, God willing. 💠💠 Recite Ayat al-Kursi after every obligatory prayer so that you will enter Paradise 🌿🌿🌿 The indicative of goodness is as the one who does it (be sure to publish what a person is being paid for, so that you will have a reward for doing that and so on, and nothing is missing from that!!! 🌿🌿
@davithov
@davithov 2 года назад
I didn't understand the proof of the theorem that there are infinite numbers of primes, because you took as an example {2, 3, 5} set and then said that 2*3*5 + 1 = 31 is prime => the initial assumption that there are finite number of primes is wrong. But we took here {2, 3, 5} as an example and that 31 is prime and which contradicts our assumption just means that {2, 3, 5} is NOT the finite set (if it exists). So, maybe {2, 3, 5, p1...pk} is that set.
@lionpersia
@lionpersia 11 лет назад
I am a Number Theorician. I've just received my PhD.
@adnanashraf7621
@adnanashraf7621 4 года назад
Hey man! Can you contact with me i want to ask about Mathematics?
@Bikerider919-23
@Bikerider919-23 3 года назад
@@adnanashraf7621 hello friend
@maverickM4A1carbine
@maverickM4A1carbine 3 года назад
The title makes it sound like prime numbers are drugs for Terence Tao Sounds about right
@samanthawylie893
@samanthawylie893 2 года назад
I have no idea how I got here, but this is my third video in a row of him I've watched; and I'm beyond intrigued! What a beautiful mind.
@ryanchiang9587
@ryanchiang9587 9 месяцев назад
prime numbers pure elements
@JimmyBoosterCrate
@JimmyBoosterCrate 3 года назад
This man is from another planet. Plain and simple.
@custardtart1312
@custardtart1312 3 года назад
I’ve now got an itchy chin.
@stephenlaw8451
@stephenlaw8451 2 года назад
5:01 Woman on the upper left with the FAAAT yawn. LOL. Awesome video though, Terence Tao is an amazing mathematician
@aditya234567
@aditya234567 8 лет назад
Wish Ramanujan's work got recognised similarly.
@jonmoore9015
@jonmoore9015 7 лет назад
Aditya N Ramanujan's work is very well recognized. The novelty of his story has actually eclipsed the work of more prolific mathematicians of the same era.
@username17234
@username17234 7 лет назад
More people (specifically mathematicians) know and revere Ramanujan than Terence Tao.
@jmiquelmb
@jmiquelmb 7 лет назад
I don't think I know the name of more than 20-30 mathematicians. I know who Ramanujan was
@cobaltbomba4310
@cobaltbomba4310 7 лет назад
The one who knew ''infinity'.
@98danielray
@98danielray 3 года назад
you indian nationalists are everywhere. everybody already knows about ramanujan
@alexandercarroll9707
@alexandercarroll9707 Год назад
The only other place I’ve heard the reduction to absurdity fallacy is in philosophy. Maybe these two fields are less different than I thought
@1.4142
@1.4142 3 года назад
I also like to stroke my non-existent beard.
@christophern762
@christophern762 13 дней назад
After watching this i can confidently say that I'm really stupid
@barmouthbridge8772
@barmouthbridge8772 3 года назад
This guy and Dr James Maynard intonate the same when they say the word "Prime" .
@learnwithruma3494
@learnwithruma3494 2 года назад
Watch the magic of Tegonometrical Ratios in thus Video:-ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-dK6bDFSsM1I.html
@pronounjow
@pronounjow 6 лет назад
Whoa, I get Euclid's proof now! That remainder of 1 is the key!
@stevefrandsen7897
@stevefrandsen7897 5 месяцев назад
I saw 2 things in Paris. ET and Rodin Museum. This was very interesting.
@sickman8372
@sickman8372 2 года назад
He's talking faster than how Eminem raps
@nnsnumbersandnotesunlimite7368
@nnsnumbersandnotesunlimite7368 2 года назад
Let’s find more twin primes in a methodic way : ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-4DoIpOk88q8.html
@epimaths
@epimaths Год назад
Giỏi 🎁😐🐈😐🐈🐕☺️🐯🐈🐯🐯🐖🐖😚🐖😄🐖🐖🐖🎋🐖🐖
@user-mo5bk6ze7b
@user-mo5bk6ze7b 2 года назад
Great lecture but he could bulk up a bit and improve his delivery skills.
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