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Austin Lund
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Austin Lund

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$ ls -ld /bin /sbin
lrwxrwxrwx 1 root root 7 Jun  1 04:40 /bin -> usr/bin
lrwxrwxrwx 1 root root 7 Jun  1 04:40 /sbin -> usr/bin

And no breakage so far.  Feels kinda odd not having to wonder why binaries are strewn all over the place. Binaries are in /usr/bin and libraries are in /usr/lib.  Wonder how long it'll be until the next major change in this design.
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Austin Lund

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+Google Drive Where's the linux driver for drive?
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I'm having some really early boot issue with 3.9-rc8 and not with 3.9-rc7.  So early that I never get any console output (booting with EFI).  How on earth does one debug such an issue?
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My system boot is now bottlenecked at the firmware start-up stage (again).  What a pain.  Do Macs really need to take so long loading the system firmware?
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"The custom error module does not recognize this error."

Got to love those error messages.
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I get that a lot with UQ webmail.
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Vienna airport seems to be suffering a shortage in seating.
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Austin Lund

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These are all from Poissonian statistics. http://en.wikipedia.org/wiki/Poisson_distribution

Not sure what correspondence you're meaning exactly, but perhaps the link is via the P-distribution? http://en.wikipedia.org/wiki/Quasiprobability_distribution
Cool! Don't forget the fluctuation question though. In order to work that one through, you need the expectation value for n squared. That blows everything! The trick above works for n, but no so much for n squared. Time to roll up your sleeves and trudge into sums math again, or maybe not.
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Hi +Austin Lund you're right, the distribution of number states is a Poisson distribution.  That might be the basis for the correspondence as well.  I was talking about the recursion relation for Hermitian polynomials and Bessel equations where a product of the argument with a derivative with respect to the argument yields the next function up or down the index ladder.  Not that necessarily makes things any more clear... It's early here.
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is still waiting for google drive in Linux.
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Yay Google.  Now my app-script which has always run far too slowly in the past now just times out, and I haven't changed the code for months.  Fun.
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How sure?
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Melk Abbey
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Impressive!
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Have one patch in the mainline linux kernel (not really that outstanding).
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Austin Lund's +1's are the things they like, agree with, or want to recommend.
The Linux Kernel: What's Next
video.linux.com

Summary A roundtable discussion on the Linux Kernel: Moderated by Linux Foundation Fellow, Greg Kroah-Hartman, the panel will address the te