Misc again
Jul. 29th, 2005 08:59 am![[personal profile]](https://www.dreamwidth.org/img/silk/identity/user.png)
From
madcatapult, a rather amusing Tom Hanks/Harry Potter crossover of sorts. (Spoilers for HBP, if somehow you've managed to avoid them all this time.)
Family outing to dentist yesterday.
reynardo was v. brave and all. Having fortunately inherited my father's teeth rather than my mother's (by dint of mammoth legal battle, complicated further by them both still being alive), dental visits are less ouchy for me.
To Melbourne tonight, yay!
Have been playing far too much Evil Genius, a computer game in which you build a Base of Evil on a Volcanic Island of Indeterminate Location and take over the world while fighting off secret agents. Much like a James Bond/Austin Powers version of Dungeon Keeper. It has some irritations (especially pacing - there's a lot of 'sit and wait' time, even *after* I bypassed one chunk of the game with a money cheat), but it's rather fun all the same. The research process is particularly cute - you provide your scientists with the basics (giant laser, centrifuge, greenhouse, etc etc) and then they wander around the base looking at all the *other* items you have for inspiration. Strong incentive to build one of everything. I finally launched my Doomsday Device last night, so I can stop playing :-)
From
krfsm, weather porn (work-safe).
Am pleasantly surprised to see that when MATLAB is asked to calculate '1^inf', it returns not '1' but 'NaN', which is the answer of somebody who's as much of a maths geek as me. (Still don't think it should return a value for '0^0', but overall, pretty good.)
Edit: And an amusing beer ad. Which will probably be played to death until it stops being amusing, but it's funnier than the average.
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Family outing to dentist yesterday.
![[livejournal.com profile]](https://www.dreamwidth.org/img/external/lj-userinfo.gif)
To Melbourne tonight, yay!
Have been playing far too much Evil Genius, a computer game in which you build a Base of Evil on a Volcanic Island of Indeterminate Location and take over the world while fighting off secret agents. Much like a James Bond/Austin Powers version of Dungeon Keeper. It has some irritations (especially pacing - there's a lot of 'sit and wait' time, even *after* I bypassed one chunk of the game with a money cheat), but it's rather fun all the same. The research process is particularly cute - you provide your scientists with the basics (giant laser, centrifuge, greenhouse, etc etc) and then they wander around the base looking at all the *other* items you have for inspiration. Strong incentive to build one of everything. I finally launched my Doomsday Device last night, so I can stop playing :-)
From
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Am pleasantly surprised to see that when MATLAB is asked to calculate '1^inf', it returns not '1' but 'NaN', which is the answer of somebody who's as much of a maths geek as me. (Still don't think it should return a value for '0^0', but overall, pretty good.)
Edit: And an amusing beer ad. Which will probably be played to death until it stops being amusing, but it's funnier than the average.
no subject
Date: 2005-07-28 11:58 pm (UTC)no subject
Date: 2005-07-29 12:10 am (UTC)no subject
Date: 2005-07-29 01:07 am (UTC)Isn't it sad when Rowling has to point out a character is black or asian, because we'll just always assume that if race isn't mentioned, they're austomatically white? I remember her describing Angelina Johnson in the last book as 'a tall black girl' which struck me as odd, because no one is ever 'a short, fat white kid'.
no subject
Date: 2005-07-29 04:09 am (UTC)no subject
Date: 2005-07-29 12:18 am (UTC)no subject
Date: 2005-07-29 03:41 pm (UTC)no subject
Date: 2005-08-01 09:41 am (UTC)The catch is that although it is often convenient to manipulate 'inf' as if it were a number, it's not. An expression like '1/inf = 0' isn't really saying that inf is the reciprocal of 0; it's more shorthand for 'as x grows arbitrarily large, 1/x tends to 0'. Most instances where inf appears, we're really talking about limits or some such, and all the operations involved are really on *finite* numbers (though possibly an infinite set of all-finite numbers).
There are situations where it's consistent to say that 1inf = 1, just as sometimes it's consistent to say that 0*inf = 0. (limx=>inf0*x certainly equals 0.) But there are others where it breaks down; in the neighbourhood of x=1, y = inf, the function z=x^y is horrendously discontinuous.