Many many thanks for these videos. I hope you take these videos to the end. For communications, the principal application will be building a distributed quantum computer, Manferdelli stated. It’s a bit harder to read than an article in Wired or Scientific American, but it’s worth the effort, for the paper gives a lot of insight into some of the fundamental reasons for thinking about quantum computing in the first place. PS: I like the way you basically put your notes, as you engage with a subject, on your blog. Examples of single-qubit quantum gates - I definitely would like to see the last 8 videos made, if you have the time! Great work! Thank you, gracias, shukran merci, toda. The postulates of quantum mechanics I: states and state space - What's so special about entangled states anyway? There was one thing that took me ages to understand. That was the fact that, for an N qubit system, you’d need 2 to the power N numbers to represent it’s internal state, and not 2 * N. Once I’d realised that, it all started to fall into place. 17 It’s pretty interesting stuff. @Henning – Thanks for putting it on Slashdot! Its greatly appriciated! by Michael Nielsen on June 10, 2011. Neural Networks and Deep Learning: first chapter goes live. Quantum computing for the determined. Please do!! Great job, and thank you for making it available. Thanks for the lectures! 2 As it is, I hope the incomplete series is still useful. 8 I am currently a first year undergraduate student of Electrical and Electronics engineering in India. Assuming I now understand correctly! 13 Superdense coding: how to send two bits using one qubit - I heard of the Adiabatic one from D-Wave (or was it Q-Wave?). 6 The controlled-NOT gate - Quantum computing uses a combination of bits to perform specific computational tasks. The postulates of quantum mechanics III: measurement, Directory of Open Educational Resources (DOER). The extra videos would complete my summary of basic quantum mechanics (+2 videos), and cover reversible computing (+2 videos), and Grover’s quantum search algorithm (+4 videos). I’ve just finished your videos and found them very helpful. Thanks! I loved the easy bite-sized chunks, and apart from a couple that were mostly proofs I enjoyed them all (sorry, I’m just not all that into proofs). @Edwin: Thanks! Tips for working with qubits - Perhaps link to the script for the final chapter? Another vote for the complete series. This approach bugs some people a lot, and others not at all. 12 In the video you give the result of the XZ operation as 10-11, but when I calculate it in matrix form I get (0 -1 1 0)/sqrt(2), or 10-01. I don’t have an opportunity here to take courses on Quantum Mechanics, Information Theory, Algorithms, Complexity theory etc. I regularly follow your book on Quantum Computation for my project works. @Henning – And Slashdot is exactly how I came across this. Rather silly to have missed that comment. And it is this unmeasured probabilistic condition that Del Maestro and other theorists see as the engine for a fundamentally new kind of computer—a quantum computer. I am all for you completing this! The race toward the first practical quantum computer is in full stride. One more vote for more. I’m an engineer, not a scientist, so am perfectly happy wallowing in linear algebra, probability, and complex numbers – and so I’m frustrated by popular articles on QM which cower away from that essential math, thereby explaining nothing, and leaving the theory looking like magic. Thanks to Jen Dodd, Ilya Grigorik and Hassan Masum for feedback on the videos, and for many enjoyable discussions about open education. First, the videos treat quantum bits — qubits — as abstract mathematical entities, in a way similar to how we can think of conventional (classical) bits as 0 or 1, not as voltages in a circuit, or magnetic domains on a hard disk. Hi, thanks for the videos, they’re really interesting ! IS IT POSSIBLE? If lots of people work through the existing videos and are keen for more, then I’ll find time to finish them off. - Such higher-level articles may be helpful to read in conjunction with the videos. I’m a cryptography student. Here’s the first video: Below I list the remaining 21 videos, which cover subjects including the basic model of quantum computing, entanglement, superdense coding, and quantum teleportation. This is really amazing and great, I hope you finish the remaining videos so we can have a complete course. He’d certainly be welcome to integrate these into his Academy! But as a remnant of this plan, in at least one video (video 7, the video on unitary matrices preserving length, and possibly elsewhere) I leave something “to the exercises”. Here’s a nice one, from Scott Aaronson. If you want a high-level overview of quantum computing, why it’s interesting, and what quantum computers may be capable of, there are many available online, a Google search away. Some features of this site may not work without it. Inspired way to approach the subject. This is just a delightful introduction to QC. But there’s still one result I can’t reproduce. 7 First I hadn’t quite thought the consequences of the cNOT gate through, which has sunk in after reviewing the vids. 3 Not sure if will be able to follow the lectures without brushing up the material, but I am hopeful. I watched the first video and I can’t wait to watch the rest. Second, the videos focus on the nuts-and-bolts of how things work. Loved the lectures, any chance you will do more? Superdense coding redux: putting it all together - If you’re not, working through the videos will be arduous at best! A few rare resources, such as your videos, are aimed at exactly the right level: using the necessary math to construct the right mental models to create understanding. Quantum computing for the determined. To work through the videos you need to be comfortable with basic linear algebra, and with assimilating new mathematical terminology. I’ve posted to YouTube a series of 22 short videos giving an introduction to quantum computing. Superdense coding redux: putting it all together, Partial measurements in an arbitrary basis, The postulates of quantum mechanics I: states and state space, The postulates of quantum mechanics II: dynamics, The postulates of quantum mechanics III: measurement,,, Quantum Computing For The Determined |, Videos sobre computación cuántica | CyberHades, Quantum Computing For The Determined – Michael Nielsen |, Quantum computing for the determined | Michael Nielsen | MP CyberBriefing, A Brief History of Quantum Computing | wavewatching, Quantum Computing for Dummies | Complex batch processing made simple, Continuing Education: Quantum computing for the determined, Michael's blog on data-driven intelligence, Delicious research links for book project, Reinventing Discovery: The New Era of Networked Science, Quantum Computation and Quantum Information.


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