The UK is thinking like a frontier economy when it should be thinking like a developing country. We’re well off by global standards, but poor by the standards of the frontier. And how rich we get mostly won’t be determined by the Great Stagnation, but by more mundane factors like the cost of energy, the supply of housing and infrastructure, and returns on capital investment.
In a way this is optimistic: the UK has a policy problem, not a fundamental scientific one.
But there is one problem. There is virtually no recognition of how bad things are among British elites. Stefan Dercon, author of Gambling on Development, has a theory about what allows developing countries to experience sustained economic growth: they need their elites to come to an agreement to pursue it. The reforms needed to grow are painful and unpopular in the short-run. Regimes that do them without an “elite bargain” behind them are opening themselves up to being removed. Similarly, when one party in the UK proposes planning liberalisation, almost inevitably the others swing heavily Nimbyish.
In the UK, the preoccupations of the “elite” – by which I mean the people, left and right, in politics, government and media whose views shape those of the country – are with things like Net Zero (above all), inequality, obesity, delivering Brexit, regulating Big Tech, data ethics and privacy, cutting immigration, gender and racial pay gaps, and other priorities that are either unrelated to, or diametrically opposed to, making the country richer. If growth gets mentioned at all it is usually to support some unfunded and poorly targeted tax cut. On the flip side, every proposed tax or spending cut is assessed in terms of its distributional impact, not its effect on growth.
There is no recognition of the UK’s poverty and low growth relative to the frontier, and a lack of seriousness about how important this is.
Even degrowth is a fashionable idea in some circles.
Showing posts with label United Kingdom. Show all posts
Showing posts with label United Kingdom. Show all posts
Thursday, 20 July 2023
New Zealand is a developing country
There isn't much in this excellent piece from Sam Bowman that doesn't also apply in NZ.
We don't have Brexit, and at least some of our political parties are pro-immigration. And there's more support for planning liberalisation here, at least in principle.
But otherwise, scratch out UK, write in NZ, and tell me this doesn't apply:
Friday, 29 March 2019
An odd kind of cycle
The UK Parliament seems a mad place.
I used to teach micro theory - or at least when Seamus was on sabbatical. He understood the math better than I did, and would likely have corrected one or two things here.
Completeness was pretty easy. Nobody actually keeps the full set of preference relations in their heads. Most of the time, preference is only discovered in choice anyway. But it's conceptually easy.
Reflexivity - that's just like dotting the i in completing the requirements. Honestly, I've never thought hard about the reflexivity inequality. That an apple is at least as preferred as an apple seemed more like dotting the i in completing the axioms - not something of any particular consequence. Varian's text had the assumption as trivial. For all x in X, x is at least as preferred as x. Yawn.
It would be madness to imagine otherwise. How could something be less preferred than itself?
For my not-all-that-mathematical brain, identity meant this had to reduce to an equality rather than an inequality: if x is x, then flipping the x to the other side of the inequality meant the only way it could hold was if it were actually an equality rather than an inequality - but it never mattered. How could an apple not be as preferred as that very same apple? How could anyone possibly be other than indifferent between an option and itself? And if they aren't, how can we say that they're really identical? The failure of it would have to mean that x and x aren't really the same thing. We wouldn't look at somebody willing to pay zero for a bottle of water when standing next to a tap, but willing to pay $5 for it at a music festival, and conclude that reflexivity had failed; we'd say that the goods were different because of differences in time and place.
In any case, we never spent any time on it. It didn't really matter.
When we'd get to the transitivity assumption, things would get more fun. I'd tend to illustrate by example.
If someone had intransitive preferences, you could quickly turn that person into a money pump. If they really prefer an apple to a banana, and the banana to a carrot, and the carrot to an apple, you can structure a series of trades where they keep giving you cash plus their banana for your apple, then cash plus their apple for your carrot, then cash plus their carrot for your banana, and so on. Sylvester McMonkey McBean for the win.
It's a mad sort of preference configuration.
But it comes up in social choice theory where it's far easier to generate intransitive social preferences out of underlying transitive individual preferences, so long as enough people have non-single-peaked preferences if it's a unidimensional choice, or if there's no median in all directions in multidimensional realms. And we'd illustrate that in the public choice classes with the beautiful McKelvey result. Individual rational preferences leading to what seems collective madness and the ability for a strong agenda-setter to arbitrarily choose outcomes.
And that all then brings us to Brexit. I have no clue what's there going on.
Here's the BBC's tally on yesterday's series of votes.
How MPs voted
Recall that in these up-down votes, they're all implicitly running against the status quo. If they're all defeated, the status quo obtains. In the absence of other action by Parliament, no-deal exit on 12 April obtains.
None of the options enjoys majority support. But does that make for an Arrow/Black/Condorcet cycle? Not really. One option did beat all the other options. That option is the status quo. Every one of these options lost to the status quo. That makes the status quo - Brexit with no deal on 12 April - the Condorcet Winner.
It's a Condorcet Winner powerful enough to defeat itself as option 400 to 160 though.
Reflexivity says that an option should be at least as preferred as itself. No-deal exit on 12 April (the status quo) is preferred over No-deal exit on 12 April (the alternative voted on option) by a margin of 240 votes. That makes it at least as preferred as itself. But not if we flip which side of the inequality the status quo and the identical voted-on option are on.
We haven't had the sequence of pairwise votes of each option against the others that might reveal the cycle. But if completeness and transitivity kinda imply reflexivity, perhaps the apparent failure of reflexivity here suggests the failure of transitivity.
I expect the real answer in this particular case is that the voted-on option was not the same as the status quo: it was instead being compared to the other options put in a sequence of up-down votes against the status quo. So Members were registering their dissatisfaction with the status quo as against the other available options, and their desire to maintain the option value of keeping other options open.
It would also help make sense of the utter inability of the agenda-setter to use the McKelvey result to actually get anywhere. No option can ever beat the status quo because the status quo is supported both by those who want a no-deal exit and by those who like the option value of trying again for their more preferred option later.
What a mess.
I used to teach micro theory - or at least when Seamus was on sabbatical. He understood the math better than I did, and would likely have corrected one or two things here.
Completeness was pretty easy. Nobody actually keeps the full set of preference relations in their heads. Most of the time, preference is only discovered in choice anyway. But it's conceptually easy.
Reflexivity - that's just like dotting the i in completing the requirements. Honestly, I've never thought hard about the reflexivity inequality. That an apple is at least as preferred as an apple seemed more like dotting the i in completing the axioms - not something of any particular consequence. Varian's text had the assumption as trivial. For all x in X, x is at least as preferred as x. Yawn.
It would be madness to imagine otherwise. How could something be less preferred than itself?
For my not-all-that-mathematical brain, identity meant this had to reduce to an equality rather than an inequality: if x is x, then flipping the x to the other side of the inequality meant the only way it could hold was if it were actually an equality rather than an inequality - but it never mattered. How could an apple not be as preferred as that very same apple? How could anyone possibly be other than indifferent between an option and itself? And if they aren't, how can we say that they're really identical? The failure of it would have to mean that x and x aren't really the same thing. We wouldn't look at somebody willing to pay zero for a bottle of water when standing next to a tap, but willing to pay $5 for it at a music festival, and conclude that reflexivity had failed; we'd say that the goods were different because of differences in time and place.
In any case, we never spent any time on it. It didn't really matter.
When we'd get to the transitivity assumption, things would get more fun. I'd tend to illustrate by example.
If someone had intransitive preferences, you could quickly turn that person into a money pump. If they really prefer an apple to a banana, and the banana to a carrot, and the carrot to an apple, you can structure a series of trades where they keep giving you cash plus their banana for your apple, then cash plus their apple for your carrot, then cash plus their carrot for your banana, and so on. Sylvester McMonkey McBean for the win.
It's a mad sort of preference configuration.
But it comes up in social choice theory where it's far easier to generate intransitive social preferences out of underlying transitive individual preferences, so long as enough people have non-single-peaked preferences if it's a unidimensional choice, or if there's no median in all directions in multidimensional realms. And we'd illustrate that in the public choice classes with the beautiful McKelvey result. Individual rational preferences leading to what seems collective madness and the ability for a strong agenda-setter to arbitrarily choose outcomes.
And that all then brings us to Brexit. I have no clue what's there going on.
Here's the BBC's tally on yesterday's series of votes.
How MPs voted
| For | Against | Defeated by | |
| Confirmatory referendum | 268 | 295 | 27 |
| Customs union | 264 | 272 | 8 |
| Labour's Brexit plan | 237 | 307 | 70 |
| Common Market 2.0 | 188 | 283 | 95 |
| Revoking Article 50 to avoid no deal | 184 | 293 | 109 |
| No-deal exit on 12 April | 160 | 400 | 240 |
| Malthouse Plan B | 139 | 422 | 283 |
| EFTA and EEA membership | 65 | 377 | 312 |
Recall that in these up-down votes, they're all implicitly running against the status quo. If they're all defeated, the status quo obtains. In the absence of other action by Parliament, no-deal exit on 12 April obtains.
None of the options enjoys majority support. But does that make for an Arrow/Black/Condorcet cycle? Not really. One option did beat all the other options. That option is the status quo. Every one of these options lost to the status quo. That makes the status quo - Brexit with no deal on 12 April - the Condorcet Winner.
It's a Condorcet Winner powerful enough to defeat itself as option 400 to 160 though.
Reflexivity says that an option should be at least as preferred as itself. No-deal exit on 12 April (the status quo) is preferred over No-deal exit on 12 April (the alternative voted on option) by a margin of 240 votes. That makes it at least as preferred as itself. But not if we flip which side of the inequality the status quo and the identical voted-on option are on.
We haven't had the sequence of pairwise votes of each option against the others that might reveal the cycle. But if completeness and transitivity kinda imply reflexivity, perhaps the apparent failure of reflexivity here suggests the failure of transitivity.
I expect the real answer in this particular case is that the voted-on option was not the same as the status quo: it was instead being compared to the other options put in a sequence of up-down votes against the status quo. So Members were registering their dissatisfaction with the status quo as against the other available options, and their desire to maintain the option value of keeping other options open.
It would also help make sense of the utter inability of the agenda-setter to use the McKelvey result to actually get anywhere. No option can ever beat the status quo because the status quo is supported both by those who want a no-deal exit and by those who like the option value of trying again for their more preferred option later.
What a mess.
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