Superstrings - Boundaries of the Knowable (10/10)

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  • Опубліковано 2 лис 2024

КОМЕНТАРІ • 36

  • @arinalikes5911
    @arinalikes5911 Рік тому +9

    How I wish there are more episodes to the series. I can tell he has much more to offer. Such a good lecturer

  • @DrQuadrivium
    @DrQuadrivium 12 років тому +33

    A brilliant series. Thanks for making it available on UA-cam.

  • @jovazquez6102
    @jovazquez6102 2 роки тому +13

    I really love his approachable explanations to a topic I've found elusive to begin understanding

  • @skinnyjohnsen
    @skinnyjohnsen 12 років тому +9

    Beautiful series! It's a delight to listen to Prof. Russell Stannard ;-)

  • @ccfcobro
    @ccfcobro 11 років тому +6

    As a an undergrad Biologist with a fascination for physics but without the metal capacity for those pests called 'numbers', thanks for these. Im going to watch them again im sure of it.

  • @miamifan2191
    @miamifan2191 14 років тому +7

    thank you for these i found them very relaxing and informative, i hope to see more

  • @tinahenry3814
    @tinahenry3814 6 років тому +4

    Wonderful series!!! thank you for posting

  • @Psylent
    @Psylent 11 років тому +1

    Just watched all 10 episodes. I enjoyed them. It was a good refresher

  • @redbarond1
    @redbarond1 2 роки тому

    An absolutely amazing explanation. Michael Faraday would be proud.

  • @RobertPashayan
    @RobertPashayan 11 років тому +3

    This old man rules !

  • @Stibaable
    @Stibaable 13 років тому

    @feliztex
    I appologize if my first response was seen as an insult. You have got an innovative view of mechanics, thumbs up! I hope your article will be well received.

  • @300gates
    @300gates 12 років тому

    Who wouldn't love physics learning from professor like that.
    Those are normally tough markers though!

  • @MrPandaRAYNEX
    @MrPandaRAYNEX 2 роки тому

    Its actually really sad to think that science will come to an end without answering all the qsts we had

  • @Stibaable
    @Stibaable 13 років тому +1

    @feliztex: to describe the behaviour of the system relative to some reference point. But in my opinion these are not aditional dimensions because you could describe this motion in a normal coordinate system (x,y,z,PX,PY,PZ) it just a matter of convenience to use GC. I am not saying that my view is the correct one or that my advice is "valuable", so please explain more about your views and yes I am an undergraduate student of astrophysics so I had studied alot of analytical mechanics.

  • @TheLivirus
    @TheLivirus 13 років тому

    Awesome series! I was nailed to the monitor :)

  • @DJNed12
    @DJNed12 12 років тому

    (...cont) it furthers research into other models in physics, and advances the development of some areas of pure mathematics.

  • @Stibaable
    @Stibaable 13 років тому

    @feliztex
    I think not. Why would distance (euclidean) be a dimension? Does it tell where a point is in space? -> No, so it is not a dimension. Your r can be a dimension in a spherical coordinate system where the coordinates are r, fi and theta. If you are interested in the subject I sugest you start studying a branch of mathematics called linear algebra.

  • @DJNed12
    @DJNed12 12 років тому

    That simply isn't true. The recent results were in contrast to predictions of the formerly most likely models of supersymmetry, but that is all. There are still many other models, and the scientific method is about adjusting your model upon receiving new experimental data, in order to make predictions about the results of future experiments. Superstring theory isn't a waste of time, not just because it hasn't been disproved (or rather, supersymmetry hasn't been disproved), but because (cont...)

  • @LogosTheos
    @LogosTheos 10 років тому +1

    I'm skeptical of the String Cheese Theory

    • @DemetriosMPapadakes
      @DemetriosMPapadakes 10 років тому

      You should read Aristotle my friend.... These "theories" are not new... You'd be surprised of the plagiarism, regurgitation and refinement. Come, give it a try... Read carefully. 

  • @khayelz
    @khayelz 11 років тому

    what if they are point traveling in lines like we do always when we go to our jobs or the school? or the planets or galaxy spinning every one in his own string? its more complex than 9 dimesions or just strings and dots....

  • @coffeeabernethy2823
    @coffeeabernethy2823 8 років тому +1

    Problem with string theory; give me experimental parameters that, if met, would disprove the hypothesis.
    Something... falsifiable.

  • @lysergiinhape
    @lysergiinhape 12 років тому

    What are those static noises in the background?

  • @flashg0rd0n
    @flashg0rd0n 14 років тому

    doughnuts are my universe! :)

  • @mrooster09
    @mrooster09 14 років тому

    hahaha doughnuts!!haha, mmmm this man knows wassup!!

  • @krzyszwojciech
    @krzyszwojciech 12 років тому

    "That's why I took up physics - it's much simpler" - all physicist excuse themselves that way.

  • @modemanslutning
    @modemanslutning 12 років тому

    And when we have discovered everything that is possible for us to discover and understand what will our quest in life be then? :S A boring thought to me, makes me depressive :(

  • @Liusila
    @Liusila 13 років тому

    Ooh! I so wanted you to eat that dohnut! : D

  • @blenderpanzi
    @blenderpanzi 14 років тому

    Now I want to eat a doughnut.

  • @Sciborg09
    @Sciborg09 13 років тому

    nice ending hahaa

  • @Nayr747
    @Nayr747 12 років тому

    We just have to be smart enough to know where the boundary of understanding is in our brains and how to improve that capacity. Research into genetics and the structure of our brains will allow us to eventually become all-knowing.

  • @JoeyCbr
    @JoeyCbr 2 роки тому

    Don't give up on Science

  • @1blackaura
    @1blackaura 10 років тому

    who tuned your guitar? you seem to be in d#

    • @sams6306
      @sams6306 8 років тому +1

      +BlackDog Aura I hear it in E. You must be travelling close to the speed of light

  • @Stibaable
    @Stibaable 13 років тому

    @feliztex : Could you explain your views more clearly and without personal insults? I would appreciate that. Ok so your r is a generalized coordinate. Why would generalized coordinates constitu additional dimensions?In my view GC are only simplifications which take advantage sometimes of constraints to enable us to simplify a particular mechanical problem. In Hamiltonian mechanics there is defined a phase space which has 6 dimensions (x,y,z,Px,Py,Pz), again you could take any number GC....