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If you enjoyed this article, you may enjoy my series of short videos on "Quantum Computing for the Determined", which go deeper into the subject than this artic
by michael_nielsen 14y ago
If you enjoyed this article, you may enjoy my series of short videos on "Quantum Computing for the Determined", which go deeper into the subject than this article, while remaining accessible to anyone with some basic background in linear algebra. The videos provide an intro to quantum mechanics, and cover the basic quantum computing model, as well as quantum teleportation and superdense coding:
http://michaelnielsen.org/blog/quantum-computing-for-the-determined/ http://michaelnielsen.org/blog/quantum-computing-for-the-det...
(Apologies for the self-plug, but this particular article seems like a good prelude to my course.)
- cinquemb 14y agoThanks! It would be pretty cool if you could make the links drop down and display the video on your site so it could be easier to go back and forth between videos at one time. ex: http://imgur.com/0CyckZQ http://imgur.com/0CyckZQ
- cft 14y agoA quick note: in the first or second lecture when you multiply a state vector by a constant and use number 2 as an example, it's a bit confusing: it does not preserve the unitarity. A better example would be a complex number exp(i\phi).