@MojisolaObayan
My first time learning the course All my years of hard work payed off
@johnstuder847
Wow. Nice job - clear and succinct. Who is the narrator? Hope you do a series on Linear Algebra! This video is a great example of what educational videos should be: refined to the point that they contain just the right amount of required information, explanation, examples, graphics, and animation - nothing more. For more views, I would suggest splitting this 1.5 hours into a nice playlist - maybe 3-5 minutes each. That would be the best QM / QC playlist ever! Thank you!
@TimothyChase
31:45 I don't normally see this point stated so clearly, that the number inside the ket of the the eigenvector of the these shorthand vectors corresponds to the relative phase of the |1> vector. This is something that students should find helpful, especially in understanding these vectors as eigenvectors of the corresponding Pauli gates, that is, as one of the two vectors that form the axis of rotation performed by the gate and as a result remain unchanged by that unitary matrix rotation, which you then immediately go into. This is particularly helpful in understanding quantum computation as a fully unitary and therefore deterministic process up until the moment of measurement, which you almost immediately show likewise explains how one application of the Hadamard gate to either of the two basis vectors results in an equal chance of a measurement returning either, but measurement after two applications of the Hadamard gate can only return the original |0> or |1> vector as H squared is the identity matrix. Later this helps to illuminate the point that the unitary matrices corresponding to gates and circuits that act on multi-qubit tensor product eigenvectors of single qubit eigenvectors are simply rotations in higher dimensional Hilbert space. Such is the value of this sort of overview presentation, something which ideally should be woven into even the more detailed explanations, especially in either the introductions or summaries of their sections and parts.
@barclayasuga9855
Thank you so much you guys, this youtube channel is such a blessing.
@HowToofficial
At 1:27:18 , even the instructor couldn't hold back and yawned during the video , guess quantum computing is exhausting for everyone 😂😂😂
@swapneelbanerjee8958
finally, finally! waited for this for so long, really wanted to get started on quantum computing and now i can, we need a longer more rigorous and beginner to complete advance video on this ,and also pls consider doing more courses on fine-tuning llms.
@alejrandom6592
42:47 notice that general form for normalization constant is 1/sqrt(|α|²+|β|²)
@The2378AlpacaMan
Half an hour in, and this is already really good
@dhikrullahdurosinmi9411
Insightful and brilliantly created. For the complexity of quantum computing and other advanced level courses, instructors should state the applications of the algorithms and mathematics equations.
@fffffffffffffffffffffffffffffz
Thanks for this course, trying to get on the bandwagon, from now on.
@cloey_b
Saving this to give my brain a full recovery massage <3
@BovisYg
I fell asleep watching a completely different video last night and I went to my history to approximate how much sleep I got during my nap and apparently I watched the entirety of this bad boy… I would never have clicked on this video but now I’m going to give it a chance lol
@bumpsy
I think you should clarify that we are talking about theta in terms of radians, not degrees, at 06:37
@alejrandom6592
44:26 finally, spooky action at a distance
@jwem18
This was honestly brilliant. Thanks so much!
@pranitdhanade4581
super amazing and super easy video understood almost everthing thanks for this video need more videos
@Yarflam
I love your video 💖 I can finish my Qubits simulator in JS now
@DFivril
Thank you, this is great consolidation ahead of my exam:)
@ayanaabdrahmanova-x6c
We need more courses about quantum world!! please
@quantum-soar