Just finished listening to some classical Neil Simon plays. I don’t like the Suites very much, though they have their moments. Simon is best at his craft when he writes personal comedies.

My favorite plays are:

Brighton Beach Memoirs
Biloxi Blues
Barefoot in the Park
Broadway Bound

Some other good but less believable ones:

Chapter Two
Lost in Yonkers
The Odd Couple
Prisoner of Second Avenue

The balance are more slapstick and aren’t so good:

Plaza Suite
California Suite

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Borders the “bricks-and-mortar” bookstore went bankrupt last week. After more than a decade since the first online shopping sites opened up, the physical retail store is finally taking mortal blows. Well, not all physical retail stores — some survived by successfully running their own online sites. But let’s not overly distinguish between such apparent survival and those that fail, since this mere issue of ownership doesn’t change the facts.

On the one hand, this development is a milestone triumph of digital efficiency and convenience, something I greatly appreciate. On the other hand, I — and it seems many others — can’t seem to muster the schadenfreude over the demise of a bookstore. Doesn’t seem right, but why?
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Eduardo … I’m talking about taking the entire social experience of college and putting it online.

When the movie “The Social Network” came out, this line caught my attention. I’m not sure this thesis — let’s call it the “replication thesis” — was what Monsieur Zuckerberg had in mind rather than something the screenwriter came up with, but it makes sense as to what actually undergirds online social platforms of today.

In all likelihood, Zuckerberg did not at first intend Facebook to be more than its namesake — a dorm facebook. Just as, in all likelihood, Twitter was meant as no more than a status message broadcast system, at first. The fact that Facebook became something of a gathering place and Twitter became a “microblogging” service — in essence, taking over functions that used to be conducted in other ways — I think owed something to their use of a “correct” user graph for certain contexts. It was the user graph that allowed, then limited, the range of social functions that people were willing to port over to the online platform. With the undirected graph, Facebook (and clones) modeled something like a big gathering, maybe a party. With the directed graph, Twitter (and clones) modeled something a bit more nuanced, like a groupie-celebrity relationship. (Is it any surprise, then, that celebrities drove the latter’s popularity?)

But I get the sense that neither Facebook nor Twitter truly believes in the replication thesis. They’ve construed their challenge narrowly as one of periodically pushing out new “things you could do,” most of which are nowadays ignored by users, or adding more places at which you could interact, but in the same way. They don’t see that users voluntarily do on a platform only those things that are compatible with their perception of the modeled social space. You can’t push anything on them any more than you can force people to play some game at a party. Yet I see no movement to revisit the user graph and better model real social relationships with all of their complexities. If left unchanged, the inevitable result will be that the range of social functions these platforms support stagnates, and therein should lie their eventual downfall. In fact, that probably solves the supposed “mystery” of Myspace’s decline, too. It is in this context that Google+ arrives.
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… and wallet distributions.

This is part of the Toronto visit series.

“Do you have change for $5?”
“I can only give you one loonie and two lizes”
“What?”
Dumps coins on counter.
“Oh…”

(Canada has no bills under $5 and circulates the $1 and $2 coins.)

Before playing with Canadian money, I had thought that a $2 denomination, whether coin or bill, would be a great idea. But the problem I encountered here was that I was just unable to get very many $1 coins when the $2 coin was also widely circulating. This makes sense, because each transaction at most ends up giving you one additional $1 coin if done optimally. But if you had to always pay odd dollar-amount fees like the $3 streetcar fares, then you need many $1 coins which you don’t have. Compare this to the US system, where you get lots of $1 bills from daily transactions — up to four $1 bills in a transaction ($0-$4 in change). It surprised me that the latter situation is more flexible, because I did not take into account the dynamic effects that repeated transactions have.
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… on the Toronto transit system.

This is part of the Toronto visit series.

A TTC transfer with the date and route printed, and marked for 12:30 going uptown. July 1st is the 182nd day of this year.

TTC streetcar fares are CAD$3. They give you this transfer, with the intention that you can catch another route to complete your one-way trip “within reasonable time allowance.”

The rule for TTC transfers is that you can only make transfers at a “transfer point,” basically where two routes meet. You’re not supposed to get off at one stop and do anything else before resuming a trip, and that includes walking around the block to another stop, or doing a stopover to pick up something quick, or backtracking (i.e. return trip), or some other complication. This intention is justifiable but utterly unenforceable except in the most obvious case of same-route continuation or retracement. In almost all cases, the only information on the transfer of value to the conductor is the day of the year — and that’s all they have time to check for anyway.

In the Seattle Metro system, it doesn’t matter what you do with the transfer, as long as you do it in the allotted time. This time-based system is quite a bit more sensible than the Toronto system and is actually fair. However, the Toronto system in practice degenerates to a time-based system, too, except that you are forced to embark at transfer points. Beyond that, what you did in between (getting off transit and getting back on later) nobody knows for sure — could have been multiple transfers, could have been something else. So it just reduces where you can get on with a transfer to a subset of the stops, which is silly and causes confusion.
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… but not on camera.

This is part of the Toronto visit series.

So I inadvertently took a picture of the running propeller on my side of the plane, and it came out weird. And I mean, really weird (1):

The propeller does not look like this. It has like six blades spaced out evenly and all of them straight. So of course this is due to aliasing of the damned camera. But wait now, I just said not too long ago that this is photography, so indeed, I only took this and
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… in air travel.

This is part of the Toronto visit series.

I sit in this small airport in the middle of Downtown Toronto, wondering why airports can’t all be like this. YTZ (Billy Bishop) is small, with a single terminal (if it can be called that). There is just one commercial airline, also a small company. And its planes are small, four-seat-across propeller aircrafts that I’ve sworn not to take again after one particularly unpleasant ride years ago, but am taking anyway. More on that later.
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Note to self:

modprobe tcp_westwood
sysctl net.ipv4.tcp_available_congestion_control=westwood

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Raytrix introduced the R11 Lightfield Camera not too long ago. It is still low-res and expensive, but improved versions of these should eventually catch on — they make too much sense not to.

The idea of plenoptic cameras has been thrown around for quite a while. Instead of a conventional camera with a single lens focusing a single object plane onto the in-camera image plane (i.e. the sensor), a plenoptic camera attempts to capture enough additional information so as to be able to reconstruct “all possible” images that can be obtained from the light entering the same aperture. The most talked-about application is subsequent refocusing; if it were just this, then multi-capture with mechanical focal-length sweeps using a conventional camera would suffice. Another is stereograms, but again, two spaced shots would suffice for that. A plenoptic camera does more in one shot and makes these merely special post-processing cases. The simplest conception of a plenoptic camera is essentially an array of mini-cameras (microlens + micropixel array for each logical pixel) that separately captures light from all directions at each point in the image. In between conventional cameras and plenoptic cameras are perhaps smarter, sparser non-regular arrays like these coded aperture systems that hark back to old radio-astronomy literature. These have good signal processing properties from a deconvolution perspective, but the full-array plenoptic camera like the R11 seems fully general, and with some future industrial scaling, the saved expenses of a compromise may be inconsequential.

Fine, so a plenoptic camera may make clever use of its given aperture size, but do we really get something for nothing? To answer that, first a digression.
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An argument for playing a game such as poker with “real” money is that it forces people to play with true risk-reward calculations. While this is certainly better than playing without risk, there exists the question of how to match risk profiles among players. With enough players (large liquid market), they can self-sort by stake size, and this seems fair. With only few people though, the situation is turned around, where a stake size has to be agreed upon at some clearing size (so that enough people agree to play the game) rather than chosen individually, and that same amount of money may be considered as very different values by different people. A pauper and a millionaire do not see $100 as the same value, and will adjust their utilities accordingly, and this will materially affect wagering. Since risk is measured in utility units, it is desirable to match utilities rather than dollar amounts. But there isn’t an agreed-upon utility currency. Or is there?
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