pozorvlak: (Default)
Wednesday, October 27th, 2010 02:14 pm
Last night a friend of mine retweeted this:
.@marzillk What energy!? Some completely unobservable thing? Energy is simply the ability to do work. Nothing more, nothing less.
-- rhysmorgan
It turned out that this was in response to the following:
@AlabasterC My sister recommends homeopathic aconite and tapping various energy points. It is helping a bit.
When questioned further marzillk usefully clarified:
@rhysmorgan Spleen meridian boosts immune system. It's under ribs on the left hand side - find the sore point, then tap while slow breathing

@rhysmorgan I know it sounds mental but I can genuinely feel it doing something.
Now, there's so much wrong with that that I don't know where to start. But I do know where not to start: by criticising her terminology. I fired off:
@rhysmorgan right now, @marzillk's making observations and you're bitching about terminology. Pop quiz: which is more scientific?
I want to expand on that a bit.

When I went off to university ten years ago, one of the questions I wanted to answer was "what is this thing called energy?" I still don't have a good answer to that, unfortunately; if asked now I'd mumble something about Noether's Theorem and Hamiltonians of closed systems, so I am at least confused on a higher level. But let's accept rhysmorgan's definition "the ability to do work" for the moment (and pretend not to notice that we haven't defined "ability" or "work"). There's still a problem with criticising marzillk's use of the word "energy": the physicist's definition isn't the only possible definition of the term. The OED gives seven definitions, of which only the final two are related to the thing that physicists talk about. Furthermore, the word "energy" has only been in use in the physicist's sense since 1807 (and the following year, someone proposed using it for what we now call "momentum"!) So if the practitioners of traditional Chinese medicine (or anyone else) want to re-use the term "energy" (or, for that matter, "meridian") to refer to something else, I have no problem with that in principle.

What I do have a problem with is the extraordinary ignorance of biology betrayed by marzillk's use of this stuff (and if she thinks that it's irrelevant that she works in educational publishing... well, I'm afraid I disagree). I've encountered a lot of skilled martial artists who claim to find qi (or something very similar) an essential component of the way they think about their art, so I'm not willing to totally write it off (perhaps it could be made to work as a high-level abstraction over some low-level biomechanical details), but really, tapping a point over your spleen to cure a cold? How on Earth does that fit with the (extremely well-attested) germ theory of disease?

But you know what, I could be wrong. Maybe tapping your spleen somehow makes it produce more monocytes or something (would that even help with a viral infection? IANAB). But that's the great thing about science: we don't have to rely on arguments from theory. Instead, we just do the experiment; if the experiment contradicts the theory, then the experiment wins. In this respect, marzillk was being more scientific than rhysmorgan, with her "I don't understand it, but I've tried it and it seems to work", approach. XKCD nailed this one: '"Ideas are tested by experiment." That is the core of science. Everything else is bookkeeping.'

To be sure, it's a pretty dodgy experiment. Only one subject, no control, no blinding, results measured by subjective feelings of wellness. One could imagine a much better experiment, in which a large number of subjects were randomly assigned to two groups: one group would receive meridian-tapping therapy from a trained master of the art, and the other would have random points on their body tapped by actors who could spin a convincing line of bullshit about the mystic significance of what they were doing. Then you measure how long it takes everyone to get better from their colds, and see if there's any statistically significant difference in the recovery times of the two groups.

I had a brief look, but couldn't find anyone who'd done that experiment. A fascinating and well-known 2007 study did what I described for acupuncture and lower back pain, though, and found that the actors had a greater success rate than the acupuncturists!

Contrariwise, this study evaluated "Meridian three-combined therapy" (thread embedding, bloodletting, and tapping/pressing) for the treatment of psoriasis, and found a small but significant improvement in effectiveness compared to conventional treatments. However, I'm assigning that limited weight in this context, because (a) it didn't just measure tapping, (b) it was for a different condition, (c) it was painfully (hoho) obvious to the patients which group they were in, and (d) it was performed in a Chinese cultural context, and we know (from experiments!) that cultural context is very important for the placebo effect.

So, anyone with greater scholarship skills able to find anything more relevant?

Update: rhysmorgan responds "I guess my beef with her referring to it as energy was that her form of energy doesn't actually exist." I take his point, but "existence" is kinda problematic in this context. Physicists' energy is an abstraction, a consequence of the time-invariance of physical laws. You can't measure it directly, nor capture it in a pure form. In what sense does it exist? But the theory of physical energy makes useful predictions: we can do calculations with energy and arrive at correct, numerical predictions of what will happen when we perform experiments. This is the important thing. To take a more abstract example: when you learn about the conventional underpinnings of calculus, you discover that there's no object in the system called "dx" or "dy", and that statements involving them are shorthand for more complex statements about the behaviour of limits. But the theory as a whole allows you to manipulate these non-existent objects and arrive at correct results. Analogously, the important question about meridian-tapping is not "does it refer only to directly observable things?" but "does it give correct predictions?"
pozorvlak: (kittin)
Wednesday, October 6th, 2010 12:20 pm
In front of me I have two books from Falcon's How to Rock Climb series: Self-Rescue by David J. Fasulo (published 1996), and Climbing Anchors, 2nd edition, by John Long and Bob Gaines (published in 2006 - the first edition, by Long alone, was published in 1993).

In which we compare their contents, find worrying discrepancies, and attempt to draw more generally applicable conclusions )
pozorvlak: (sceince)
Wednesday, July 14th, 2010 06:01 pm
For her Master's research, [livejournal.com profile] wormwood_pearl has to analyse some video. Not that much video, in the scheme of things - a couple of hours in total - but she has to decide and note down what's happening in every one-second chunk of said video.

Ladies and gentlemen, I give you the non-stop, fast-moving, white-heat world of SCIENCE!

[The lab has licenses for some expensive-looking software that's meant to do this automagically and without human intervention, but needless to say it doesn't actually work.¹]

So she asked me if it was possible to script VLC to play a video for a second, then pause for a couple of seconds (so she could update her spreadsheet), play for another second, and so on until the video finished. That way she'd (a) get accurate seconds, and (b) save lots of time that would have been spent clicking back and forth. I said "Er, yeah, probably".

It turns out that recent versions of VLC do, in fact, have a nice-looking scripting infrastructure based on Lua, but I don't have, and can't install, VLC on my work machine. So (at [livejournal.com profile] addict_yin's suggestion) I tried it with mplayer instead, and after a bit of fiddling got it to work. The program's very simple, but it's possible that someone else has this need, so I thought I'd make it public.

If you too need to play a video in pause-interspersed chunks (of any length you like!), you can download Sleepy here. Installation and use is very simple, and described (at least for *nix systems - let me know if you want to use it on Windows) in the README. It requires perl and mplayer, both of which are free and run on damn near anything. If you think you can improve it, please fork the GitHub repository (because all the cool kids are using GitHub these days, right?), and then send me a pull request. All comments and criticisms are welcome.

Yes, this is all massive overkill for what's actually a very simple script :-)

¹ It could be worse. Apparently an important early experiment on foam formation required a grad student to make up a soap foam between two glass plates, put the assemblage on a photocopier, and then press "Copy" every few seconds for up to ten hours straight. As my friend Micah put it when telling this story, if a nodding bird could do your research better than you could, you've probably taken a wrong turn somewhere.
pozorvlak: (sceince)
Tuesday, March 2nd, 2010 08:00 pm
Every time I read about a new development in the weird and wonderful world of materials science, I wonder if I've gone into the wrong field. Here are a few new products that have caught my eye recently:

Sugru - a bit like modelling clay, only it cures into a flexible silicone overnight. Make your stuff waterproof, or more ergonomic, or funky and artistic, or simply not broken. Check out the video on their site, and some of the hundreds of pictures of cool sugru hacks submitted by their users. Currently out of stock, due to (foolishly, IMHO) unanticipated massive demand.

Spray-on glass - I can't decide if this is a hoax or not. According to the article, the spray can coat whatever surface you like with a 100nm film of glass, with some really bizarre properties (breathable, waterproof, non-toxic, flexible...). Apparently it makes clothes stain-resistant, kitchen counters wipe-clean and antibacterial, wood termite-proof, and vines resistant to fungi. My bogon detector is triggered by the bit about "not available in supermarkets because they make too much money off conventional cleaning products", however.

Woolfiller - not sure if this is really materials science, but - well, watch the video. If you've ever darned an item of clothing, you'll see what I mean.
[Edit: turns out this is clever marketing of a well-known (for suitable values of "well-known") technique called "needle felting". I still think it's cool, though. Thanks to [livejournal.com profile] susannahf and [livejournal.com profile] taimatsu for pointing this out.]

Rather older, but still cool: metallic glass and rubberized asphalt.

PS: I am now employed again - I started work here this morning :-)
pozorvlak: (sceince)
Monday, March 1st, 2010 08:35 am
The Green Party of England and Wales have totally re-vamped their science policy, basically fixing all the issues that journalists were raising in advance of last year's elections. So if that was stopping you from supporting them, you can now re-evaluate that position.

Note that the Scottish Green Party didn't suffer from this problem in the first place.
pozorvlak: (Default)
Thursday, July 2nd, 2009 08:04 am
All the way back in 2006, I wrote about the problem of the philosopher's axe: if you replace the shaft, and then later you replace the head, is it still the same axe? So as you can imagine, I was delighted to discover the existence of the Helko modular axe system.



In contrast to my ice-climbing friend, I was interested to note, they think that having to replace the axe's handle is more likely.

But according to the always-interesting Eliezer Yudkowsky, the whole notion of particles having a continuing identity in time makes no sense on a quantum-mechanical level, so the whole question is moot anyway.
pozorvlak: (Default)
Sunday, June 14th, 2009 09:42 pm
Ten probes from the Venera series successfully landed on Venus and transmitted data from the surface, including the two, Vega program and Venera-Halley probes. In addition, thirteen Venera probes successfully transmitted data from the atmosphere of Venus.

Among the other results, probes of the series became the first man-made devices to enter the atmosphere of another planet (Venera 4 on October 18, 1967), to make a soft landing on another planet (Venera 7 on December 15, 1970), to return images from the planetary surface (Venera 9 on June 8, 1975), and to perform high-resolution radar mapping studies of Venus (Venera 15 on June 2, 1983). So, the entire series could be considered as highly successful.
Totally. Fucking. Awesome.

There was a British space programme, briefly. I've heard it said that it could have got to the Moon for a tenth of what NASA spent, with their throw-money-at-problems approach, but that it couldn't have done it for 1/200th of what NASA spent, which was its actual budget. Sic transit gloria Britannorum.

There is also an Indian space programme, of which I expect great things in coming decades.
pozorvlak: (Default)
Thursday, April 30th, 2009 11:44 am
In the comments on my last post, I mentioned that
My favourite example of spectacular theorem failure is flight: in a perfectly inviscid fluid, it's impossible (no viscosity means no starting vortex which means no circulation around the wing), but it is possible in a fluid with viscosity > 0, no matter how small.
It's a rather beautiful result, I think, and should serve as a handy warning against people who want to convince you of something using their mathematical model whose assumptions are almost true. But (in the form stated above) it's not entirely correct.

The first thing to note is that I meant to say "heavier-than-air flight". As far as my dim recollection of fluid dynamics can tell me, there's no obstacle to flying a hot air balloon or an airship in a perfectly inviscid medium. However, propellors and fans are essentially sets of wings joined at the hip, so you might have some trouble propelling your craft anywhere other than where the wind was blowing¹. Which leads us to what I really want to talk about...

It turns out that there is a small wasp, Encarsia formosa, which makes use of an entirely different method of flight that does not require a starting vortex. It takes advantage of a hidden assumption of the impossibility proof: that the topology of the surrounding medium does not change. E. formosa, when in hovering flight, briefly touches its wingtips together at the apex: this changes the topology of the surrounding air, and gets around the prohibition. And indeed (see the papers referenced in that hastily-edited Wikipedia article) this method of flight would, apparently, work in a fully inviscid medium.

This sort of thing is surprisingly common, I find. Quite a few times over the last few months, I have encountered some problem that seems impossible to solve; typically of the form "I want to do both X and Y simultaneously, but X precludes Y because...". Several times I've gone as far as constructing a semi-formal impossibility proof, and a couple of times I've presented said proof to my boss as an explanation for my lack of success. And then, a few hours or days later, I've realised that while it may indeed be impossible to do what I've been trying to do, it is possible to achieve the desired effect in some other way: my impossibility proof contained some hidden assumption about the form of the solution, and by subverting that assumption we can proceed to solve the true, more general, problem.

So I think the lesson here (which seems almost comically trite, now I come to write it down explicitly), is that even if what you're trying to do is definitely, provably, mathematically impossible, you shouldn't necessarily give up straight away. Rather, you should attempt to redefine your notion of success, and see if you can achieve that instead.

¹ I suppose you could power your craft with a ramjet, but that leads to a chicken/egg problem. Engineers: am I right in thinking that conventional jet engines rely on a fan-like compressor to get started, and thus wouldn't work in a fully inviscid fluid?
pozorvlak: (Default)
Saturday, August 9th, 2008 12:43 pm
Breakfasts which I have enjoyed over the years
  • Cereal
  • Toast
  • Porridge, with
    • Salt
    • Grated cheese
    • tom yam paste (part of my on-going series of experiments to determine if there is any foodstuff that is not improved by the addition of tom yam. Mmmm, lemongrass).
    • NB: no true Scotsman puts sugar in his porridge. I may not be a true Scotsman, but they're dead right on this one.
  • Poached/fried/scrambled/boiled eggs on toast or crunchy bread
  • Eggy bread (US: French toast)
  • Eggy in a basket, à la V for Vendetta
  • Pho (Vietnamese noodle soup)
  • Thai omelette
  • Edit: Scrambled egg with smoked salmon
  • Cold leftover pizza
    (NB: this only works with pizza. Do not attempt to eat the cold leftovers from any other form of late-night fast food for breakfast the next morning.)
  • The full English breakfast: at least toast, egg and bacon, and optionally tomatoes, mushrooms, fried bread, baked beans, sausages and hash browns.
  • The full Scottish breakfast: as above, with the addition of potato scones, haggis and black pudding. Sausages should ideally be square.
  • The full American breakfast: as for the full English breakfast, but accompanied by an entertaining game whereby you, by careful study of the menu, attempt to pre-empt all the waiter or waitress' questions about your order, and he or she attempts to invent questions about your dietary preferences so minute (the sodium content of your butter, for instance, or the amount of ice in your orange juice) that you fail to anticipate them.
    [I wouldn't want to eat any of the above three every day, but they're nice on occasion...]
  • The full German breakfast: smoked meat and cheese on bread, accompanied by muesli and yoghurt.
  • Kippers (smoked herring)
  • Kedgeree
  • Smoked salmon and champagne

Breakfasts which I cannot, in all conscience, recommend
  • Stir-fried leek and spring onions in mee siam sauce. Like I had this morning.

It wasn't exactly bad, just, y'know, not good enough that I'd recommend trying it to others. Anyway, the leek needed using up.
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pozorvlak: (Default)
Friday, June 27th, 2008 11:01 am
Inspired by [livejournal.com profile] mrpjantarctica's comment on my last post, here's a first cut at a "which scientific topics do you understand?" meme. Currently, it needs a lot of work: it's heavily biased towards topics that I know about, and topic selection's a bit dodgy even within those. So, can any of you suggest some better topics, or things I've missed? I'd particularly appreciate suggestions from chemists and statisticians, because currently those sections just serve to show my ignorance of those subjects! Hopefully I'll be able to post a completed list later today, and then we can start spreading it around.

Instructions and list )
pozorvlak: (kittin)
Thursday, June 12th, 2008 12:23 pm
  • Mathematics is the study of statements which can be proved.
  • Science is the study of statements which can't be proved, but can be falsified.
  • The humanities are the study of statements which can neither be proved nor falsified, but whose credibility can be supported or undermined by advancing evidence.
  • Philosophy is the study of statements which can neither be proved nor falsified, and for which evidence cannot be advanced.
This classification suggests some further ideas. Firstly, mathematics is in some sense the easiest branch of scholarship: in fact, mathematics is precisely "that which is easy", for the appropriate definition of "easy". Secondly, philosophy is really, really hard. This accounts for the almost total lack of progress in philosophy in the last 2,500 years. Philosophers are still debating problems posed by Thales of Miletus, and defending (or attacking) positions advanced by Plato; pretty much all we've achieved is to clarify our statements of the problems1. Is there a single statement whose truth would be agreed-on by all philosophers? I'd love to be corrected, but I don't think there is. Compare the progress achieved in philosophy to the progress achieved in mathematics over the same time period, or with the progress achieved in science in a mere 500 years, and you'll see what I mean. As far as I can see, all progress in philosophy has come by re-stating philosophical questions as scientific or mathematical ones. And this despite philosophy attracting some of the best and brightest minds of every generation. Hell, even the humanities people are arguing about different books now. Thirdly, mathematics is neither a science nor a branch of philosophy, though it has things in common with both.

We're left with a puzzle, though: empirically, mathematics is difficult, when it ought to be easy. I'd like to suggest several reasons for this. Firstly, mathematics is very old, and has been worked on in the past by beings of otherworldly intelligence: all the easy and accessible problems were solved long ago, mostly by Euler. The git. These days, even finding a sufficiently easy problem is challenging for us mere mortals. Secondly, much of mathematics is highly abstract, and humans are not evolved for highly abstract thought: the capacity to grasp concepts with high degrees of abstraction (which is not the same thing as intelligence) seems to be quite a rare one, and requires substantial training to be brought to a useful level. Thirdly, performing experiments in mathematics was largely impractical until the invention of the computer, and even today the technology for performing mathematical experiments is at an early stage of development. This means that until recently our experience was limited to those systems which can be worked out in the head or on paper.

1 This is, of course, a slight exaggeration. For instance, the alert reader will have noticed my implicit appeal in point 2 to Karl Popper's principle of falsifiability: Popper's theories have greater credibility and explanatory power than those of the logical positivists, and thus represent an advance in the philosophy of science. But I bet you could find a philosopher who disagreed with it without too much difficulty, probably just by walking into any philosophy department common room and declaring your support for the principle in a loud voice. Philosophers are an argumentative bunch. For comparison, try finding a mathematician who doesn't agree with Cauchy's residue theorem, or a physicist who doesn't agree that general relativity represents a good approximation to reality.
pozorvlak: (sceince)
Wednesday, May 14th, 2008 01:15 pm
Those of you who do scientific computation may be interested in this link:

Bye Matlab, hello Python, thanks Sage.

Short version: Sage is a bundle of all of the various numeric/scientific/graphing tools for Python, made easy to download and install (even if you don't have root access, apparently). According to the blogger linked above, it's now good enough to serve as a replacement for Matlab (and it has ambitions to be a replacement for Maple and Mathematica too, though I don't know how far along it is). It integrates with R, Gap, etc. And because it's Python, you get a real, high-level, well-designed programming language with a proper environment to do your coding in.

In other news, [livejournal.com profile] wormwood_pearl finished her Finals yesterday. As you can imagine, we're both pretty relieved. There's no tradition of meeting people outside Finals here like there is in Oxford, but I went along with a bottle of champagne anyway - and only then remembered that public drinking is against Glasgow bylaws. Drat it. We went out to lunch, the bottle went into the Department fridge, and we subsequently went round to her sisters' and drank it there while watching Layer Cake. Because we're that exciting.
pozorvlak: (sceince)
Wednesday, May 7th, 2008 11:30 pm
The tail-end of a conversation with my Dad last night:

[A discussion of scary-sounding nonlinear dynamical techniques my Dad has been studying, with Poincaré's name attached for extra scariness]
Me: Sounds interesting. Have you come across the idea of considering the Poisson bracket as a symplectic form on the cotangent bundle of phase space?*
Dad: No, I don't think so...
Me: Something like that, anyway. I went to enough lectures on this stuff to pick up the jargon, but not enough to really get my head around it.
Dad: Yes, I know that feeling.
Me: But it's interesting how quickly physics becomes geometrical, isn't it?
Dad: Yes, certainly. You know, one of these days you and I should put our heads together and try to properly understand General Relativity.
Me: Actually, that was my plan for after I hand in my thesis. That, and learning to ride a unicycle.
Dad: [laughs] ...and learn a foreign language and a musical instrument.
Me: thinks: I wasn't going to tell him about that bit...

* My office-mate, who does The Physics, tells met that I meant "configuration space" - phase space is the cotangent bundle of configuration space!
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Sunday, March 9th, 2008 12:04 pm
There's a new Fine Structure story out, called Too Much Information. In addition, the Crash stories have been incorporated into their own subdirectory, called 1970-. Some analysis of TMI and its implications has already started in the comments threads of my previous FS posts, and I'll have to revise my own thoughts in light of it, but for now:

Discussion, including spoilers )

By the way, if anyone else is planning on blogging about FS, please leave a link here, so we can all follow what each other are saying :-)
pozorvlak: (kittin)
Friday, February 29th, 2008 02:40 pm
It's become apparent to me that many of the mysteries in Fine Structure depend on the precise order in which the stories occur. Time to get systematic. Obviously, this whole post is full of spoilers.

Plot summaries )

Chronology )

I should probably put all this stuff into some sort of Hasse diagram, but right now I can't be bothered :-)
pozorvlak: (kittin)
Tuesday, February 26th, 2008 02:10 pm
I've been reading some science fiction written by a guy called Sam Hughes1, and posted on his website Things of Interest. Most recently, I've been reading his Ed stories, about Sam and his (fictional) genius flatmate Ed, who builds battlemechs in their basement and saves the world from annihilation on a regular basis, and to whom Sam plays a sort of bemused Watson. It starts out as a fun bit of wish-fulfilment à la early Sluggy Freelance, and turns into something rather more. Well worth a read.

But I don't want to talk about that: I want to talk about his novel-in-progress, Fine Structure, and where I think it's going. It's a collection of loosely-linked short stories whose connections only become apparent later on, somewhat like Trainspotting: I don't want to give away too much of the plot, but let's just say it has elements of Contact, Superman and Strata, in a refreshingly hard-sf style. And it's garnered positive reviews from no less a person than David Brin (search for "Power of Two"). It's probably best to read them in order, but I started with Power of Two and it didn't do me too much harm (and it's one of my favourites).

Edit: further posts on this topic can be found here.

MAJOR spoilers. Go and read the stories first! )

A word of warning: I have literally lost days to browsing Sam's website. Interesting days, mind :-)

1 Some of you might even know him: he was a maths student at Corpus, Cambridge a few years ago. Or you might have encountered him on some online community or other: he generally goes by the username "sam512".
pozorvlak: (kittin)
Friday, February 15th, 2008 09:49 pm
You are appreciated.

Didn't some of you guys work on this?
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pozorvlak: (sceince)
Monday, January 28th, 2008 01:28 pm
It seems the link between depression and serotonin levels is far less proven than generally assumed. More here.

[BTW, if you don't already read [livejournal.com profile] bad_science, you should.]
pozorvlak: (sceince)
Monday, December 10th, 2007 10:16 am
[livejournal.com profile] markdominus, who is a mathematician by training and a programmer by profession, has been attending undergraduate physics lectures and coming out more confused than he went in. It's a feeling I remember well from the last time I studied physics, and actually part of the reason I did my degree in mathematics - clearly I was never going to get to the bottom of this stuff if I were taught it by the physicists! :-) But then it turned out that physical applied maths was Really Really Hard, so I retreated back into pure maths.

Anyway, in one of his latest posts, he asks a series of questions about electromagnetism, and I realise to my shame that I don't know the answers to any of them. I did do a course with "electromagnetism" in the title once, but the other half of the title was "relativity", and wouldn't you know it, but relativity took up nearly all the teaching time. Anyway, I'd greatly like to know the answers to these: perhaps one of you physics or engineering types can help?

On the theory that I'll probably gain more understanding by thinking about it myself rather than just asking others, here are my guesses. )