Название | : | Gaps between Primes - Numberphile |
Продолжительность | : | 8.59 |
Дата публикации | : | |
Просмотров | : | 969 rb |
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Infinite number of pairs of primes separated by some number (2, 4, 6, 8) etc, but this number "n" is smaller than 70 million Am I understanding this correctly? Comment from : @Sir_Pumpington_Of_Dumpenshire |
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I had Yitang Zhang as a Calculus TA at Purdue He was full of energy and excited to teach, apologized for his English and would stay after class if anyone ever had questions I remember him after all these years because Yitang Zhang is that special! 😁 Comment from : @JLizard |
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Interesting, but very disjointed, as if the editor put a bunch of disparate film clips in a blender and pushed "blend" And I wonder why yewl tewb is foisting this on me now in 2023 as being "recently uploaded", seeing as how it's 10 years old? Puzzling brbrThat being said, it's interesting to learn that there are an infinite number of pairs of prime numbers separated by 70-million-or-less I have to wonder what further advances (if any) in this area have been made in the last 10 years Comment from : @RobbieHatley |
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Like trying to describe the whitespace between words Comment from : @rustymason3860 |
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5:09 "up to infinity" omg people talk about infinity as if they understand it but we can clearly see that they don'tbrI'm 'up to' here with that Comment from : @GPCTM |
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Actually, the gaps between pairs of prime numbers get bigger, not the gaps between single primes That's why we keep finding more and more twins, for example Gaps increasing between single primes would very quickly result in no more twins Clearly, and I mean very clearly, this is not the case The fact that the same prime number pairs up with a myriad of other primes has obscured this fact It sounds counter-intuitive but elementary reasoning will demonstrate it clearly Comment from : @apusapus71 |
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He got the answer wrong The question is whether or not there is an infinite supply of twins Why is he praised for not working out the answer? He answered the wrong question Comment from : @apusapus71 |
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He probably couldn't get a job as a professional mathematician because he's a male Comment from : @stephenhosking7384 |
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i hope Yitang Zhang solve the Riemann hypothesis Comment from : @blizzsoft5910 |
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"It doesn't involve multiplication of primes but addition of primes?" I'm no mathematician, but - IMHO - multiplication is simply repeated addition? Comment from : @gijbuis |
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Yay! I got it right why you can't have a "septy" prime 😅 Comment from : @ben_jammin242 |
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The pre James Maynard era :) Comment from : @eXorikos |
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If a number is in between two twin primes, it has a lot of factorsbrbr4br6br12br18br30br42br60br72 Comment from : @ZushistyOLD |
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What happens when we leave the field of base ten and move onto base 8 or… base… 7 a prime number Hope you get the “idea” to whomever reads this… good luck Comment from : @diamondkev8818 |
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I had to Google who Jeremy Kyle is wtf is he like the UK version of Maury? Comment from : @SquirrelASMR |
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I think collaboration has used this method to bring it down to about 200 which is great, in itself but they had no bounds proof at all before Zhang!! Comment from : @VCT3333 |
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Actually lost some respect for this channel Comment from : @herpiesderpies |
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Reminds me of Einsteins origin story Comment from : @Grivian |
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Thanks for the information on the mating habits of prime numbers in their natural habitat, you deserve your own National Geographic channel Comment from : @theradiumgirl9298 |
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That analogy about prime numbers going on dates broke my heart for a minute Comment from : @rlh1984 |
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2 and 3 are so close that they must be identical twins Comment from : @kephalopod3054 |
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Who came from that Terry Tao video Comment from : @maxdemian6312 |
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Zhang, probably had his heart in it No wonder he triumphant Comment from : @haimbenavraham1502 |
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Everybody looks for a pattern to prime numbers Prime numbers ARE the pattern that all the other numbers follow Comment from : @shanefelkel9966 |
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What is the biggest gap discovered between primes? Comment from : @humphreybumblecuck5151 |
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2:50 traduction in spanish: primos primos Comment from : @klemo2529 |
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"cousin primes" in portuguese would be "Primos primos" :-D Comment from : @DJejbarros |
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The power number of 2: im the devil Comment from : @leoofficial527 |
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"7, 11 etc but when you get up to,say, googleplex"brbrThat escalated quickly Comment from : @arturslunga3415 |
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is very sad see this kind of video, maybe the conjecture is valid hells, maybe in the future turns to be true, but you guys explain that very very badly almost as my english Comment from : @MarcoDelleFeste |
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Fun Fact: the largest discovered twin primes are numbers of size 10^200706 brbrIn order to write a number with 200,706 digits on an 85x11 sheet of paper, each digit (assuming it has equal width and height) would have to be 0021 inches wide brbrThat’s broughly/b the size of a small period written with pen Comment from : @AllHailZeppelin |
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I love these videos but this chopping of two people presenting the same video is horrible Comment from : @jamesward2141 |
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Olá sou do Brasil os primos e primos gêmios não são separados por par mais por impar 17 18 19 só o 18 que e 1 mais um 23 ao 29 e 2425262728 que vai dar 5 ímpar e o espaço entre os primos que importa obrigado Comment from : @rubenscabral2657 |
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The link to the paper seems to be broken Comment from : @rezakghazi |
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13 and 17 are cousin primes Comment from : @wearestrawberryshortcakefans |
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There is something wrong working in Subway! Trust me - I used to work there Comment from : @socklesslad |
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If I was a number, I would be a very large prime definitely not lucky in love 😢 Comment from : @MoosesValley |
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There is a very interesting recent research book that have miraculously answered almost all the questions concerning Prime numbers, it is available on Amazon by the name of: THE FORMULAS OF NONPRIMES REVEALING ALL THE PRIME NUMBERS Comment from : @mariasenglishlearning3893 |
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The twin prime of 3 is 2 not 5 Comment from : @keepitoveritsthing716 |
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Is this saying that all the way out to infinity primes will be separated by no more than 70,000,000? Comment from : @kurtreber9813 |
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The most ignored prime number seems to be 2 It differs from 3 by only 1, but they still try to hook up 3 with 5, leaving 2 all alone Comment from : @stefanhermansen8975 |
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So this means the gaps between primes is definitely limited to a certain size?? Comment from : @nettewilson853 |
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The number's (70m) has actually been brought down to 246 since Comment from : @neuroxik |
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"You just stay in and watch p- Jeremy Kyle or something" Almost said it haha Comment from : @faismasterx |
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YEETang Zhang Comment from : @faismasterx |
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The highest prime numbers lead a very lonely life Comment from : @tru_710 |
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are you talking about CONSUCUTIVE primes? you were not precise in your words Comment from : @noureddineettalhi9825 |
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Love the cute beginning bit :D Comment from : @Wanttofanta |
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Thank you for this very much for this video The video shows that pi is approximately 22 / 7 This value is approximately 314 Using the properties of this value we can compute prime numbers in sequence, which is based on the existing computing capability The formula was an algorithm, that was developed by a well known mathematician Using his formula and the method that I discovered, I can compute prime numbers in sequence using 22 / 7 Comment from : @ricie9317 |
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Just a reminder to random viewers that the reason that Prof Zhang merely had an academic position in a non-prestigious institution while his competence apparently deserves more is rather dramatic That's a real-life story of The Shawshank Redemption Comment from : @alphonsetudor8870 |
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Racists Comment from : @revoltoff |
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The analogy of Profesor Padilla of a loveless place is awesome! cool video Comment from : @cesarangulo1402 |
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So evern primes at around Rayo's number obey this 70m number, that is insane Comment from : @jogolock1190 |
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Proof of the Twin primes Conjecture and Goldbach's conjecturebrWe can find infinite prime numbers with the separation we want and we can express every even number as the sum of two prime numbersbr@t Comment from : @hugogarciapelaez381 |
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0:32 Chinese people: 🥴 Comment from : @lz7320 |
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Very amateur video, lighting, audio, organization Who is talking about what? Phone calls in the middle of recording? Is this a joke fest or an attempt at explaining something real and intellectual? Very amateurish Not up to the usual quality of Numberfile videos Not really very close, in fact Comment from : @richardmead9785 |
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"There are an infinite number of primes separated by 2, an infinite number separated by 4, an infinite number separated by 6, up to infinity"brbrBut I thought it was proven to be less than 70,000,000?brbrAre there an infinite number of primes separated by 70,000,002? Comment from : @iowain8623 |
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Do all British mathematicians come from Lancashire and Yorkshire? Comment from : @JMDinOKC |
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So the theorem says what? Very bad math teachers 🙄 Comment from : @micknamens8659 |
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Is there any practical application to discovering and knowing this? Comment from : @dubbled7286 |
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25,920 Or half Or double That's my stab in the dark! Lol! Comment from : @JamesBarraletMusic |
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Just wondering: How many transfinite primes (if any) might there be between w1 and 2w1 ?brbrPS I’m using w to stand for Omega Comment from : @NothingMaster |
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Ah finally they mention the great mathematician Jeremy Kyle Comment from : @GoatAficionado |
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Prime numbers are interestingbrI have only read about prime numbers in the decimal systembrWhat about prime numbers in base 12 and base 16?brAre they different and can we learn from prime numbers in other bases?brRegards from a Danish engineering nerdbrJD Comment from : @johndue2366 |
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MAGIC THOUGHTSbrTHANKS Comment from : @freevpnproxy1669 |
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I don't want to go on 70 million dates Comment from : @n20games52 |
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Cliffhanger Comment from : @DeadJDona |
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Don't hate on Subway employees Comment from : @name5702 |
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One of infinitely many, difficult to explain without preconceived theoretical ideas of an active holographic principle, videos about something obvious, "once you've seen it", type things Comment from : @davidwilkie9551 |
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