I'm getting the error "Media Failure. Try reloading the page or visiting the main site for assistance." when watching throught the browser.
This could be due to transient networking issues on your network. It works fine for me on my home DSL via Earthlink... The files are on the servers
What version of Silverlight are you using? Which browser?
What happens when you click Media Downloads and choose WMV?
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Awesome! I never thought we'd actually get to hear Brian riff on this topic, it's great that MS and C9 give their uber brains the time and platform for these kinds of videos. This has been a vintage year for Channel 9 and it's merry band.
The video stops playing whenever I try to go full screen in the browser. Windows 7, IE8.
This may be a bug with our player. We will look into this. For now, download the high res version and enjoy full screen in Windows Media Player.
This topic is entirely original, by the way. Brian wrote the attached document that provides much greater detail, mathematically, for the beautiful story Brian is telling. Do read it.
In some sense, the physical world is composed of monadic symmetric fractal structures. Well, that's what Brian's thinking and writing evoked in my simple mind
And thank you for the kind words. I have to agree with you: this is the best year in C9's history and the new team is the best ever. I've been a member of all iterations of the C9 Team and this group simply represents the most creative and capable to date. Further, the content quality (and quantity) that is created by folks not on the C9 Team is just stellar. I'm loving this.
You will see and hear Brian again on Friday as he talks to me about Complexity in the latest edition of C9 Conversations. C9 Conversations is a new series that will focus on big problems and the big brains trying to solve them - all in a conversational, well-produced, unscripted, real way. Consider it C9 Classic++
Cheers,
His interview with Erik on Rx was wicked. Looking forward to this one!
I'm working on the concept that a monad is a "coordinate system," and that going from one monad to another is analogous to a coordinate transformation. If this concept is right, then covariance and contravariance will just "fall out" the way they do in physics. A good friend of mine has shown me how to do the "chain rule" in the lambda calculus, so I think we can close this all up. It will be a LOT of calculations, but calculations are fun and a really great way to do proofs We'll see if this works out.
I sense more lectures, dear Brian