Comments by "" (@TheDavidlloydjones) on "MIT OpenCourseWare"
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This guy is really first-rate, but I've got a slightly different question. What I want to know is, What does it cost us that we don't have an intellectual bridge over the very tiny but ver-ree deep chasm between the areas of industry where the quantum view is useful and the rest of real life where we live in billiard ball physics at voltages between about one and the latest in high-tension transmission lines?*
As theories go, the Standard Model is pretty good. It gives us replicable numbers out to twenty significant digits or so, and it lets us mix the chemicals and what-not in ways that make an advanced industrial economy tick over nicely, thank you very much. So it has some problems? Like e.g. a total 100% inability to explain Bell's Inequality and a 99.44% likelihood of drifting off into mindless blither when anybody tries? So what?
That's my question. Where is it costing us spondulix that we can't explain the two-slit-experiment? Where there's money on the line is where we'll find the intellectual band-aids to get us through the next generation of our view of physical reality.
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* There is a good fix for this supposed chasm, using the explanation that quantum reality is everywhere, it's everywhere, all the way up.
I.I.Rabi famously calculated the likelihood of a normal masonry brick levitating a foot (a measure of length used in the United States, Liberia and Saudi Arabia) in the air in any given second. For an encore, he did the Heisenberg uncertainties relevant to trying to drive a ten-foot truck through a nine-foot gap. Both calculations come up with numbers like once in ten to the Q times the age of the universe, with Q being, uh, rather large numbers.
The excellent Jim El-Khalili, who is well overdue to become Sir James, has some good lectures, e.g. https://www.youtube.com/watch?v=wwgQVZju1ZM&ab_channel=TheRoyalInstitution, on a parallel theme, that we see quantum effects at human scales in biology. (Google him: I think he might be in the running to be the Carl Sagan of the present generation of public science.)
Neither of these life-rafts of sanity, however, comes with an answer to the intellectual challenge of Bell and those pesky interference patterns.
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OMG, we were young! (I was at the Lab for six months in 1971 and 1972, mainly hand-holding the politics of ARPA's disguise as DARPA, to comply with the Mansfield Amendment, but also having a lot of fun hacking, playing weird variations of chess and whatnot.)
The closest thing I ever knew of as an "operating system" was DDT, Dynamic Debugging Technique, which is no doubt hiding in a closet somewhere deep within EMACS today. I learned LISP from a book, and by chatting with McCarthy at 55 Baud on teletype. A disk-pack the size of a birthday-cake was 180K and the first program I ever wrote was "PING," the text of which was "PONG." "PONG," of course went "PING," and when the screen gave me four of each I had answered my own curiosity: How deep is the stack on this thing?
Cheers, to everybody: I'd love to hear from anybody way back then.
-dlj.
david DOT lloydjones AT gmail DOT com
No hyphen in "lloydjones" for my address: I signed on to Google while they were all still at Stanford and their system didn't have a hyphen in it yet.🤣😂
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Ken Ya
Ken,
(Later) Looking around I see there a set of YouTubes for this same course, 18.03, in 2011, and another one that may be interesting, I don't know yet, 18.09, "Eigenvectors and Eigenvalues" in 2011.
This last one is slugged as Linear Algebra in some places but on the first page of the course it talks a bit about differential equations.
Anyway, over the long haul I need all of Linear, all of Eigen, and all of Differential, But you might want to check out the availables. Let me know what you think.
-dlj.
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One of the first big pieces of "video" was radio-telescopy. (1962 to 1972, my time). A great deal of the information in this is apparently picked up interferometrically, with pairs of observing stations today being located in Earth orbit and out by Neptune or, if its not politically incorrect, maybe Pluto. In those days they had to settle for California and New Zealand, and a bunch of flyboys kindly schlepped the two-inch Ampex video-tape around for us -- by Phantom jet or some damn thing -- to get their credit hours in the cockpit. ARPAnet probably paid for itself in the avgas, the fuel for all those students' planes, it saved the taxpayers when they put this odd variety of SneakerNet out of business. Or at least they had to put their flying credits on somebody else's job sheet...
SneakerNet was when the 180K seven-inch floppy had replaced the ten-incher, and people covered the gaps between, say, Universities of Michigan and Utah (Mormons were pioneering whole swaths of stuff like computer graphics) by carrying physical floppies from Point A to Point B. The Ampex video-tape jape was the Airforce Academy's kind of SneakerNet.
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