Ax’s lame movie recos and cool YT picks

Axtremus

Singapore is not known to do nutty things, but this one sounds nuts:

Powering Singapore using solar energy converted in Australia and transported over high voltage undersea cables.

Axtremus

taiwan_girl

@axtremus said in Ax’s lame movie recos and cool YT picks:

Singapore is not known to do nutty things, but this one sounds nuts:

Link to video

Powering Singapore using solar energy converted in Australia and transported over high voltage undersea cables.

Singapore is pretty "innovative" in what they do. Would not surprise me if they were able to make this succeed.

Axtremus

Link to video

Has a very nice animation showing how exp(ix) encapsulates both sin(x) and cos(x).

Klaus

@axtremus said in Ax’s lame movie recos and cool YT picks:

Link to video

That was rather cringe-worthy.

Complex numbers aren't more or less "real" than other kinds of numbers. This is just BS. All kinds of numbers are defined by axioms, and if they are not contradictory the axioms have a "model". I could invent seven new kinds of numbers today and they wouldn't be more or less real than rational numbers or real numbers.

Aqua Letifer

@klaus said in Ax’s lame movie recos and cool YT picks:

@axtremus said in Ax’s lame movie recos and cool YT picks:

Link to video

That was rather cringe-worthy.

Complex numbers aren't more or less "real" than other kinds of numbers. This is just BS. All kinds of numbers are defined by axioms, and if they are not contradictory the axioms have a "model". I could invent seven new kinds of numbers today and they wouldn't be more or less real than rational numbers or real numbers.

On the scale of Aqua numbers between shitpants and fibbeldyfuck, how would you rate the educational quality of the video overall?

Klaus

On the scale of Aqua numbers between shitpants and fibbeldyfuck, how would you rate the educational quality of the video overall?

I find it sensationalist.

Numbers are constructed, just like buildings or cars, except that the parts are replaced by axioms.

For instance, here's a definition of what an N-Number is:

Z is an N-Number.
For every N-Number x, S(x) is an N-Number.

If we write Z as 0, S(Z) as 1, S(S(Z)) as 2 etc., then you see that I've just defined something like the natural numbers.

It works the same way for all other kinds of numbers. It's not all that interesting, really. It is interesting when the definitions are useful, i.e., if you can use them to model real-world stuff with it. It turns out that complex numbers are useful in that sense. But they are not qualitatively different from any other kind of number.

Axtremus

Thai TV commercials.

Link to video

Axtremus

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Axtremus

Snowflakes!

Link to video

Axtremus

Airline frequent flyer programs, how their financials work:

Link to video

I generally do not think about frequent flyer programs much, but still find this video‘s discussion of their financial underbelly interesting.

taiwan_girl

@axtremus said in Ax’s lame movie recos and cool YT picks:

Airline frequent flyer programs, how their financials work:

Link to video

I generally do not think about frequent flyer programs much, but still find this video‘s discussion of their financial underbelly interesting.

I read something similar that the airline associations with credit card companies make the airlines as much or more money than ticket sales.

Axtremus

Hong Kong “kungfu cop” movie, probably from the 1980s.
Fighting sequences are very well done. The whole movie is quite fun to watch. Feels like the missing link between Bruce Lee and Jackie Chan. Sammo Hung delivered the sort of fungting style later popularized by Jackie Chan (minus the “comedy” from Kackie Chan’s ”action-comedy“), but at the time Sammo Hung still immitated Bruce Lee‘s high-pithced vocalizations.