Sandro Mareco
Sandro Mareco
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Lecture 15 1 SPIN AS A QUBIT
Lecture 15 1 SPIN AS A QUBIT
Переглядів: 8 914

Відео

Lecture 15 2 BLOCH SPHERE
Переглядів 29 тис.6 років тому
Lecture 15 2 BLOCH SPHERE
Lecture 15 3 STERN GERLACH
Переглядів 8 тис.6 років тому
Lecture 15 3 STERN GERLACH
Lecture 15 4 PAULI SPIN MATRICES
Переглядів 29 тис.6 років тому
Lecture 15 4 PAULI SPIN MATRICES
Lecture 16 1 LARMOR PRECESSION
Переглядів 7 тис.6 років тому
Lecture 16 1 LARMOR PRECESSION
Lecture 16 2 SPIN RESONANCE
Переглядів 2,7 тис.6 років тому
Lecture 16 2 SPIN RESONANCE
Lecture 16 3 CLASSICAL CONTROL
Переглядів 1,8 тис.6 років тому
Lecture 16 3 CLASSICAL CONTROL
Lecture 16 4 WRAPPING UP
Переглядів 2,2 тис.6 років тому
Lecture 16 4 WRAPPING UP
Lecture 13 1 CONTINUOUS QUANTUM STATES
Переглядів 2,5 тис.6 років тому
Lecture 13 1 CONTINUOUS QUANTUM STATES
Lecture 13 2 SCHRÖDINGER'S EQUATION FOR 1D FREE PARTICLE
Переглядів 2 тис.6 років тому
Lecture 13 2 SCHRÖDINGER'S EQUATION FOR 1D FREE PARTICLE
Lecture 13 3 PARTICLE IN A BOX
Переглядів 1,9 тис.6 років тому
Lecture 13 3 PARTICLE IN A BOX
Lecture 13 4 IMPLEMENTING QUBITS
Переглядів 2 тис.6 років тому
Lecture 13 4 IMPLEMENTING QUBITS
Lecture 14 1 LIMITS OF QUANTUM COMPUTERS
Переглядів 3,6 тис.6 років тому
Lecture 14 1 LIMITS OF QUANTUM COMPUTERS
Lecture 14 2 ADIABATIC QUANTUM COMPUTATION
Переглядів 7 тис.6 років тому
Lecture 14 2 ADIABATIC QUANTUM COMPUTATION
Lecture 14 3 BQP
Переглядів 2,3 тис.6 років тому
Lecture 14 3 BQP
Lecture 11 1 NEEDLE IN A HAYSTACK
Переглядів 4,4 тис.6 років тому
Lecture 11 1 NEEDLE IN A HAYSTACK
Lecture 11 2 GROVER'S ALGORITHM
Переглядів 11 тис.6 років тому
Lecture 11 2 GROVER'S ALGORITHM
Lecture 11 3 IMPLEMENTING GROVER'S ALGORITHM
Переглядів 8 тис.6 років тому
Lecture 11 3 IMPLEMENTING GROVER'S ALGORITHM
Lecture 12 1 OBSERVABLES
Переглядів 3,7 тис.6 років тому
Lecture 12 1 OBSERVABLES
Lecture 12 2 OBSERVABLES
Переглядів 2,3 тис.6 років тому
Lecture 12 2 OBSERVABLES
Lecture 12 3 SCHRÖDINGER'S EQUATION
Переглядів 2,5 тис.6 років тому
Lecture 12 3 SCHRÖDINGER'S EQUATION
Lecture 7 2 UNIVERSAL FAMILY OF GATES
Переглядів 6 тис.6 років тому
Lecture 7 2 UNIVERSAL FAMILY OF GATES
Lecture 9 4 QFTN
Переглядів 4,3 тис.6 років тому
Lecture 9 4 QFTN
Lecture 7 3 REVERSIBLE COMPUTATION
Переглядів 14 тис.6 років тому
Lecture 7 3 REVERSIBLE COMPUTATION
Lecture 9 3 QFTN
Переглядів 5 тис.6 років тому
Lecture 9 3 QFTN
Lecture 10 1 PERIOD FINDING
Переглядів 10 тис.6 років тому
Lecture 10 1 PERIOD FINDING
Lecture 9 5 PROPERTIES
Переглядів 4,5 тис.6 років тому
Lecture 9 5 PROPERTIES
Lecture 10 2 SHOR'S FACTORING ALGORITHM
Переглядів 22 тис.6 років тому
Lecture 10 2 SHOR'S FACTORING ALGORITHM
Lecture 8 1 FOURIER SAMPLING
Переглядів 12 тис.6 років тому
Lecture 8 1 FOURIER SAMPLING
Lecture 9 2 N TH ROOTS OF UNITY
Переглядів 3,8 тис.6 років тому
Lecture 9 2 N TH ROOTS OF UNITY

КОМЕНТАРІ

  • @spiridonnspiridonn4596
    @spiridonnspiridonn4596 22 години тому

    На мой арифметически простой взгляд, Сфера Блоха - это *не* физический объект. Можно сказать, что это условное вспомогательное мнемоническое представление о характере взаимодействия физических объектов. Природа не оперирует подобными трансцендентными представлениями. Поэтому на их основе невозможно строить логически правильные умозаключения о практической реализации этих представлений. 09.09.2024.

  • @DouglasCortes-v1e
    @DouglasCortes-v1e 3 дні тому

    Gonzalez Jessica Rodriguez Christopher Hall Dorothy

  • @BartekKołodziej-h3v
    @BartekKołodziej-h3v 3 дні тому

    Davis George Rodriguez Paul Johnson Helen

  • @GibsonTab-q9f
    @GibsonTab-q9f 4 дні тому

    Johnson Kevin Garcia Deborah Garcia Edward

  • @SherylWhittemore
    @SherylWhittemore 5 днів тому

    White John Thompson Maria Robinson Maria

  • @konapallipavankalyan6284
    @konapallipavankalyan6284 9 днів тому

    any body explain why x.y=(a,b) mod2 every time why not x.y=a.b

  • @GloriaOwens-i3n
    @GloriaOwens-i3n 21 день тому

    Perez Lisa Lewis Barbara Taylor Ronald

  • @ineedmoretime-pls
    @ineedmoretime-pls Місяць тому

    Dear professor, This course was really interesting and gave me a good intuition of many concepts in the field. Your explanations were crystal clear. There were some areas where I found it hard to understand but that was because of my limited background in physics (concepts like Larmor precession and spin control). But for the most part, this course gave me valuable insight to Quantum Computing and Quantum algorithms. Thanks much again!

  • @foreverfugazi245
    @foreverfugazi245 Місяць тому

    I assumed these matrices are used as quantum gates, but now we use it as observables that return results (eigenvalues) But doesn't measuring a system collapse the superposition? How can we use these as quantum gates?

  • @foreverfugazi245
    @foreverfugazi245 Місяць тому

    So qubits are continuously changing state (relative phase) even when no operation is performed on them with high frequencies like 10^15 Hz? How can these be used in computation?

  • @WOLF_XXX0
    @WOLF_XXX0 2 місяці тому

    why e power i phi sub zero is not considered and it is dropped? some one explain pls.

  • @paulg444
    @paulg444 4 місяці тому

    the first thing to be explained is the magnitude of the force qv X B and its direction, and then the magnitude of the electron magnetic moment force. Without explaining the size of qv X B it is hard to understand the Stern Gerlach experiment.

  • @muhammadmehmoodahmadmalik4494
    @muhammadmehmoodahmadmalik4494 4 місяці тому

    Useless video.

  • @mayukhpurkayastha2649
    @mayukhpurkayastha2649 4 місяці тому

    Ok sir

  • @nastyavicodin6229
    @nastyavicodin6229 5 місяців тому

    It would be more interesting to understand how quantum violates ECTT

  • @aditidump
    @aditidump 6 місяців тому

    went totally over my head lmao

  • @telesniper2
    @telesniper2 6 місяців тому

    Um..... Primes is in P. Also Integer Factorization is NP Indeterminate. It is NOT "in" BQP. It could very well be in BPP, some clever fellow could find a fast probabilistic algorithm for it. Actually Rabin (of the Miller-Rabin algorithm) researched that for a while.

  • @ramkumarganapathy7795
    @ramkumarganapathy7795 6 місяців тому

    Beautiful explanation!

  • @ahcenebounceur5432
    @ahcenebounceur5432 6 місяців тому

    Waaaaaw, after one month reading 10s of documents, watching UA-cam tutorials, I want to tell you just, you are the best one! This is the only convincing video about Grover algorithm, now I got it (excellent), thank you so much

  • @JeomonGeorge
    @JeomonGeorge 7 місяців тому

    I understood up to Uf but then after the Hadmard transform without measurement what is the state?

  • @eliasazarian
    @eliasazarian 7 місяців тому

    I have tried many different resources to understand this algorithm and yours is by far the best explanation! Thanks

  • @ribamarsantarosa4465
    @ribamarsantarosa4465 7 місяців тому

    I'm impressed with Prof Vazirani, he's one of the best teachers I ever seen, but I didn't really get the point of this video. He shows a trick to reduce the FFT's circuit complexity from O(n^2) to O(n.log N), I can memorize that trick, but I'm not sure this was the intent of this lesson...

  • @donp.909
    @donp.909 8 місяців тому

    Question: How can Bob know Alice's coordinate system, i.e. the two orthogonal directions in space which she uses? He must know that in order to choose his own basis, which is supposed to differ π/8 from hers. But there is no preferred spatial direction in the universe he could possibly use to correctly deternine his or her coordinate system.

    • @sohamchatterjee750
      @sohamchatterjee750 8 місяців тому

      Bob dont care about alice. He just check if he gets 0 then measures in 1st vasis and if he gets 1 then he measures in second basis

  • @brendawilliams8062
    @brendawilliams8062 9 місяців тому

    I thought so. Thankyou for going right to the matter.

  • @vershitayadav7753
    @vershitayadav7753 9 місяців тому

    KRISHNA is the creator of quantum mechanics! hare krishna

  • @ganjus0055
    @ganjus0055 11 місяців тому

    Who can explain why we can not implement exact gate with universal gates? Why only on limit we will get the same gate?

  • @Dhanush-zj7mf
    @Dhanush-zj7mf 11 місяців тому

    7:40 why isn't it (d/dx)^2 but (d^2/dx^2) . what does squaring a operator(momentum) mean? Is it Applying operator twice?? Why?

  • @furkanpolat6475
    @furkanpolat6475 Рік тому

    Thank you for this video🙏

  • @erbazkhan266
    @erbazkhan266 Рік тому

    Is there some obvious reason for using 45 degrees to define the sign basis?

    • @ineedmoretime-pls
      @ineedmoretime-pls Місяць тому

      EDIT: I was totally wrong! The sign basis is defined that way. There are 2 more states in the same plane: |+i> and |-i> REFER: ua-cam.com/video/4EGY4ajn1Iw/v-deo.html (block sphere representation of qubit) ORIGINAL comment No, he defines it like that just as an example. To show that knowing we cannot know 2 quantities with high precision. As the closer we are to one quantity (basis) the further we are w.r.t to the other quantity.

  • @user-si7ve3wp7z
    @user-si7ve3wp7z Рік тому

    Hxxh I mean = hh

  • @user-si7ve3wp7z
    @user-si7ve3wp7z Рік тому

    Does H X X H = Hh?

  • @Dhanush-zj7mf
    @Dhanush-zj7mf Рік тому

    1:49 how could u clone X? This doesn't obey no cloning thereom.

  • @Dhanush-zj7mf
    @Dhanush-zj7mf Рік тому

    4:16 There is a way! Take a=0, b=1. Hence a^b = 0. If second output is b we will know it is 1. Only way a^b =0 (considering b=1) is a=0. Hence reversible.

  • @blinzy7282
    @blinzy7282 Рік тому

    Seems like someone needs to learn how to give a better explanation that makes sense or at least gives some back ground to the actual experiments instead of ignoring how this is misapplied to how polarizes lenses filter light. It's like they purposely ignored how force vectors work and how the polarization vector changes direction each time the light goes through the filter. The filter changes the light each time. This actually seems to suggest local realism is actually real because the Bell Inequality only works if they have some information that isn't changed by the filter, but we know the light that comes out of the filter is altered and polarized in the direction the filter allows through and is related to the force vector direction of the polarization. So I still don't understand how this proves anything about fundamental particles not having any information already. This how sailors tack into the wind and actually use the wind to push them in the opposite direction by moving at 45 degree angles to it. Force Vectors! Are we to pretend the wind doesn't have a direction until someone sets sail? I have never found a satisfying explanation of this that explains why vectors don't explain this. Here is another example that is at least showing some of the experiment, but still ignoring how force vectors work. ua-cam.com/video/zcqZHYo7ONs/v-deo.html I just wish someone had a "GOOD" explanation. How can all of these smart people keep ignoring the obvious question?

  • @3339LuXz
    @3339LuXz Рік тому

    Thanks; yessirski

  • @sounakbhowmik2841
    @sounakbhowmik2841 Рік тому

    If the second Q-bit is |1> and 1st Q-bit is |+>, technically, no operation is done on the third Q-bit, and it is apparently in complete isolation from the system in Alice's lab. How amazingly still it changes to |psi>? POV: I realised that they are separate in all cases, not only in 0,0.

  • @yuezhenqin6056
    @yuezhenqin6056 Рік тому

    big data please recommend me more lectures like this.

  • @yuezhenqin6056
    @yuezhenqin6056 Рік тому

    best explanation

  • @sillyseaytb
    @sillyseaytb Рік тому

    Isn't here x=2 the best option just becouse it won't divide the multiplication of primes ever (unless N is even where we dont need quantum computing)

  • @saniiisania
    @saniiisania Рік тому

    Why i come with y- direcion

  • @saniiisania
    @saniiisania Рік тому

    Dear sir why we not use sii) relation for z_direction ?

  • @GaugeMcArora
    @GaugeMcArora Рік тому

    Idc

  • @sillyseaytb
    @sillyseaytb Рік тому

    Hello! Thank you for all this excelent videos. I have a question: When you say that you apply de H inverse transfor for the entire sum except the | - > bit, I understand that you can apply the H transform to the bits you want but how can the (-1)^fx be in that transformation with the | x> bits and not "stay" with the | - > bit. I don't know if what I say even makes sense :)

    • @DANIEL5775
      @DANIEL5775 Рік тому

      Hello, let me try to answer your question. :) There is an internal CNOT that multiply the auxiliary | - > bit. However, we do not know (in term of classic approach) what the result f(x) is. So the unless we will measure |x> of course we do not want to measure |x> because it will collapse the superposition. f(x) is containing {0,1}^2^n in parallel information due to input vector x. The auxiliary bit cannot hold this it only capable hold 2 different coefficients in parallel. Thats why the (-1)^fx stay with the | x>. Maybe if I write (-1)^f|x> it will help you

  • @datmickey1966
    @datmickey1966 Рік тому

    Excellent explanation, thank you so much! I was confused for the longest time as to why this algorithm works but you made it seem simple =)

  • @vv6533
    @vv6533 Рік тому

    Idk how he came up with an upper bound of 3/4 probability for the classical case

  • @fanzhang3291
    @fanzhang3291 Рік тому

    Dear Professor, thanks for sharing your great thoughts on many otherwise hard to understand concepts. It was really helpful and I enjoyed it!

  • @umeshtanwar2290
    @umeshtanwar2290 Рік тому

    I want contact of umesh vazirani ji.

  • @sattibabu164
    @sattibabu164 Рік тому

    what limits reversibility in electrical and optical systems?

    • @ineedmoretime-pls
      @ineedmoretime-pls Місяць тому

      Loss of information in the form of heat

    • @Krishna16789
      @Krishna16789 Місяць тому

      @@ineedmoretime-pls but loss is minimal or none in the reversible operation right?

    • @ineedmoretime-pls
      @ineedmoretime-pls Місяць тому

      @@Krishna16789 Loss is unavoidable in these circuits, doesn't depend on if they are reversible. Ohmic losses, scattering loses happen all the time. In quantum computers, the system is totally isolated from the environment, kept in really cold temperatures and only when the system is disturbed (measured) the state collapses irreversibly.

  • @michellehu8264
    @michellehu8264 Рік тому

    Dear professor, As a beginner of quantum computing study, I have watched and studied the every episode of this course over the videos, many times repeatedly examining the hard points. To be honest, I have been really enjoyed the course, and would like to recommend it to anyone who is interested in quantum computing. So, the special thanks for your excellent teaching and your team members who have made contributions to the wonderful course. Best wishes to you and your team.

  • @RGIUGLIANO
    @RGIUGLIANO Рік тому

    it is very very clear. Thanks for the explanation