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Re:Statistical mechanics of money (2000) by febeling on Tuesday April 02, 2019 @02:00AM (#19551438)
To me reads like the first premise is already wrong: "In a closed economic system, money is conserved."

The opposite is true. Debt and the loan asset (if that's correct English usage) are created from nothing, for the debtor and the creditor respectively; the loan is converted to money intermittently by the central bank. On maturity of the loan contract both liability and asset side disappear when the loan is being repaid.*

The central bank creates the money in the instant it interacts with the creditor, and when the contract ends, the money is erased.

Do I missread this in some way?

* If you disregard the interest, which is extremely simplifying obviously; still taking it into account wouldn't make the first statement more true

Re:Statistical mechanics of money (2000) by captainmuon on Tuesday April 02, 2019 @03:36AM (#19551864)
I would still say money is conserved, in the same sense that charge is conserved in physics. Sure, you can create electrons by pair production, but you always create positrons with them. See also the Dirac Sea.

With money, you always create debt and loan together. And yes, both can "move around" like a currency, just like electrons and holes (missing electrons) can move around in a solid, or electrons and positrons can move around in free space.

"Primary" money - I don't know if there is an economic term - is strictly conserved. It's almost sacrosanct in our society, nobody would ever just create money. Even when they talk about printing money, it's always through loans (ultimately from the central banks), and never by actually throwing on the press. Also, destruction of money is extremely rare - mostly it is devaluation of assets, but rarely somebody burning cash etc..

Re:Statistical mechanics of money (2000) by zwaps on Tuesday April 02, 2019 @04:35AM (#19552128)
First, there are all sorts of different "moneys". There's official definitions of M0 to M3, but those are just categories. Manner of payment is achieved in different ways, and all these things have different societal, economic and judical relationships to each other.

But speaking of the official classifications, money is not conserved or constant, can be destroyed or created and change its relationship to other categories. Ex: https://3.bp.blogspot.com/-Dd1sW5ny2F0/Tb1e6oteMuI/AAAAAAAAB... Where M0 is cash, and M1 are funds directly available for payment and so forth.

Re:Statistical mechanics of money (2000) by zwaps on Tuesday April 02, 2019 @04:39AM (#19552141)
And while M0 is usually the most stable, not only DOES cash get created and destroyed, this is even independent of loan/debit creation (which is another measure entirely).

Central banks may call in and destroy, convert, or give out cash to banks with and without changing loans/debits and so forth, for all sorts of considerations.

It's really not that simple.

Re:Statistical mechanics of money (2000) by qubex on Tuesday April 02, 2019 @05:01AM (#19552246)
Wealth is most definitely not a conserved quantity.

Think of the equity of a typical household. It includes some equity in their flat, which has a current market value. Down the street a developer buys a whole building block at a slight premium to rid itself of extant tenants and in so doing drives up the estimated value of local real-estate, including our household's equity. They've just gotten richer. They could even remortgage their house and monetise that increase in wealth. They could sell it and buy a bigger flat in another part of town.

So no: wealth is not conserved. Quantified (maybe), but definitely not conserved.

Re:Statistical mechanics of money (2000) by SiempreViernes on Tuesday April 02, 2019 @06:11AM (#19552544)
Well, the material basis of wealth is part of the physical world so how does this non-conservation work out?

Is wealth coupled with some "valuation potential" that offsets the wealth down to some "inherent" material value, or is value just entirely fictional?

Re:Statistical mechanics of money (2000) by xyzzy123 on Tuesday April 02, 2019 @06:58AM (#19552777)
Suppose you find an old painting in the basement.

You put it out in your garage sale. A stranger comes along and offers $20 for it. Another person arrives and tells you it’s actually a valuable piece and would pay $200 for it.

A third person comes along and explains that it was made by their great grandmother and it was the last piece she made and she will pay $2000 for it. For sentimental reasons.

This third person has made a powerful enemy who then comes along and offers $20000 for the item, just to spite them. They intend to set the painting on fire.

How much “wealth” was stored in the painting?

Art is silly but really all value is subjective and situational. Crayfish can be cheap poor people food or a delicacy of the rich, depending on culture. You could die in a desert, weighed down with “valuable” gold because the traveller you met would not trade it for their last canteen of water.

Re:Statistical mechanics of money (2000) by SiempreViernes on Tuesday April 02, 2019 @08:32AM (#19553331)
This is a nice example showing how people don't really know what is going on, wealth seems to behave in very mysterious ways.

But, in each step you are clearly adding more and more context along with the physical item itself, context that must itself have some physical encoding.

My point is mainly that I insist that physical reality is all there is, and if some events are hard to assign to any one physical thing that just means we are looking for subtle correlations.

Re:Statistical mechanics of money (2000) by AnimalMuppet on Tuesday April 02, 2019 @12:41PM (#19556040)
I'm pretty sure that in economics, physical reality is not all there is. Economics is about people assigning value to things. The things, by themselves, have no economic value.
Re:Statistical mechanics of money (2000) by dragonwriter on Tuesday April 02, 2019 @12:43PM (#19556065)
> I'm pretty sure that in economics, physical reality is not all there is.

Yes, it is.

> Economics is about people assigning value to things.

People are not outside of physical reality, nor is their experience of utility.

Re:Statistical mechanics of money (2000) by AnimalMuppet on Tuesday April 02, 2019 @01:00PM (#19556283)
Well, if you go for the position that people are just machines made of atoms, then, yes, physical reality is all there is, even in economics. But no, I do not want to start with atomic physics, and from there try to derive human utility, and from that try to derive economics. That's... not a feasible research program. It's not going to provide any insight into economics, ever.

So even if you accept the materialist position, for purposes of doing economics, you kind of have to regard humans as something different. (Or so it seems to me, a non-economist.)

Re:Statistical mechanics of money (2000) by dragonwriter on Tuesday April 02, 2019 @01:07PM (#19556346)
Economics (like most things that aren't physicsf even lots of subfields of physics) doesn't model everything (or much of anything) it addresses in the physical universe from the base up, but it doesn't require treating anything as special and non-physical either.
Re:Statistical mechanics of money (2000) by xyzzy123 on Tuesday April 02, 2019 @03:40PM (#19557841)
I feel that the clue is really in the name, wealth is stored “value”, and value is well, a “value judgement”.

If you have to strip away all uncertainty from the universe to support your position and further posit hard materialism and then qualify with “in practice it’s not discoverable but philosophically it’s there” then I feel we are squarely in angels dancing on pinheads territory.

Physics itself does not need such violent axioms to get useful results! I think you would be hard pressed to find a physicist who would claim a plausible conservation law for “subjective beauty” (another kind of value), yet this is also a consequence of your premises.

You’ve explained that you are a materialist but not really anything useful about economics as practised by humans. Who are, perforce, rather limited.

You could equally well say “there is a ‘true’ value for every thing, but only god knows it”. That statement would be exactly as useful and (as an aside) just as unprovable a belief.

Re:Statistical mechanics of money (2000) by SiempreViernes on Tuesday April 02, 2019 @07:45PM (#19559642)
If we are in dancing angels territory it is because you insist that counting angels on pinheads is exactly how you value cheeseburgers. Meanwhile, I will stick to the notion that the value of a cheeseburger is tied to how hungry I am and if I've got other stuff to do.
Re:Statistical mechanics of money (2000) by qubex on Tuesday April 02, 2019 @06:31AM (#19552637)
The things that can be owned are not necessarily physical. Think of intellectual property, which is essentially information about the permutations into which that physical matter can be arranged, and you'll notice that there's a huge excess of potential ownership. Financial derivatives are similarly only very loosely related to the world of material, and yet they account for trillions of dollars’ worth.
Re:Statistical mechanics of money (2000) by SiempreViernes on Tuesday April 02, 2019 @06:45AM (#19552709)
Ok, so basically you're saying that one can own arbitrary bits of phase space?

But does this really give you non-conservation? Doesn't your remark just clarify that non-conservation comes from ignoring most of the space of possible ownership until someone bothers to go there?

I mean, there is clearly a difference between the value of (sensible) financial derivatives and the value of the death star to the imperial court in the Star wars universe.

So the connection to physical reality clearly matters somehow.

Re:Statistical mechanics of money (2000) by qubex on Tuesday April 02, 2019 @07:03AM (#19552801)
I'm arguing a bit more, actually: that the phase-space itself can form the basis for higher-abstraction phase-spaces, and so on almost ad infinitum, and thus provide an almost inexhaustible supply of potential ownership.

A meta-fund that owns equity in a fund that invests in securities issued by owners of multiple pop-culture IP franchises? No problem.

Re:Statistical mechanics of money (2000) by SiempreViernes on Tuesday April 02, 2019 @08:28AM (#19553292)
What is a higher-abstraction phase space? For me the natural interpretation would be something that encodes phase space in a smaller representation, but that is clearly not what you have in mind...

In any case, I don't see why positions and correlations between different particles shouldn't be considered "real", so that's arbitrary stacking of ownership brought down to earth.

In fact, wasn't subprime to a large degree about falsely claimed correlations? That is to say the derivatives implicitly assumed things that weren't true, or in other words secretly left reality behind.

Re:Statistical mechanics of money (2000) by Jun8 on Tuesday April 02, 2019 @09:47AM (#19553980)
The following essay by pg's explains how wealth is not conserved in simple terms: http://www.paulgraham.com/wealth.html
Re:Statistical mechanics of money (2000) by febeling on Tuesday April 02, 2019 @03:51AM (#19551929)
Not sure what you mean by "primary" money, but I can't think of a definition that would make that statement ("is strictly conserved") true.

All money is in the books of the central bank, and it all has counterpart assets to it, and is all based on contracts with a maturity of less than a year. So if no-one renews there is no money, regardless of definition, in circulation after that time.

Edit. Coin would be the only exception, but that's a negligibly small item in the balance.

Re:Statistical mechanics of money (2000) by atomack on Tuesday April 02, 2019 @07:05AM (#19552818)
In this context, closed system is term used in statistical mechanics that says that there are quantities (energy and particles) that may not enter or leave the system. So I would read this is 'if we assume that money plays the role of energy in statistical mechanics, what happens'.

I was a theoretical physicist when this paper came out. I remember talking to some econphysicists at the time, though neither of these two. While as a premise, it probably doesn't stand up to much scrutiny, I think the spirit is that even if one makes such a drastic assumption, can one still observe any observable features of actual economic systems.

Re:Statistical mechanics of money (2000) by boomboomsubban on Tuesday April 02, 2019 @03:46AM (#19551903)
>Do I missread this in some way?

You describe an economic system that is not closed, as you describe money being created. The simulations were run assuming a closed economic system, with debt either ignored or handled in some atypical ways.

Re:Statistical mechanics of money (2000) by febeling on Tuesday April 02, 2019 @04:10AM (#19552027)
That's the way that it's meant, I agree.

They might have worded that a bit differently, like saying "We assume a simplified economic system that has constant money". Because "closed economic systems" with this meaning don't exist in real life.

Re:Statistical mechanics of money (2000) by Const-me on Tuesday April 02, 2019 @02:46PM (#19557318)
Closed systems don't exist in reality either. You can try to shield from radiation including cosmic microwave background but you can't from gravity.

Research on closed systems is often directly applicable and therefore interesting. In some cases the externalities are sufficiently small, in others they're fast and the systems is essentially closed between them happening.

Re:Statistical mechanics of money (2000) by boomboomsubban on Tuesday April 02, 2019 @05:32AM (#19552396)
The first sentence of the abstract which you quoted defines what a closed system would be in economics. Closed systems are a common concept, and expecting someone to read more than one sentence to find out their methodology is reasonable.
Re:Statistical mechanics of money (2000) by phreeza on Tuesday April 02, 2019 @02:19AM (#19551508)
I think the trick is that banks can issue loans for higher amounts than they have assets, but if you sum up all the assets and liabilities, the sum should stay constant. So the conservation works more like an electrical potential, where you can always go lower locally, rather than a number of atoms, which has a fixed minimum at 0.
Re:Statistical mechanics of money (2000) by WalterBright on Tuesday April 02, 2019 @03:19AM (#19551777)
Finally, someone gets it!

I.e. the creator creates an asset. The asset is then used as collateral for a loan. The loan is simply a notation in a ledger. Money is created when the loan is spent. Money is destroyed when the loan is paid off.

Re:Statistical mechanics of money (2000) by mywittyname on Tuesday April 02, 2019 @12:11PM (#19555647)
The money isn't destroyed though -- it's converted into wealth as an asset.

A bank provides a loan to Andy for $100 to build a house. Andy builds the house worth $100. Once the house is paid off, the bank gets $100+interest, and Andy has a house worth some amount relative to that $100.

The $100 never disappears as a result of the loan. Whether or not the bank then chooses to destroy the money once the loan is repaid is not really a material to the discussion. Replace "bank" with "parents" and it's clear that no money is destroyed as a result of the loan.

What you're talking about is really just a side-effect of our accounting practices and/or asserting that all lending originates from the Central Bank.

Re:Statistical mechanics of money (2000) by WalterBright on Wednesday April 03, 2019 @12:29AM (#19560745)
The money appears and disappears as the result of fractional reserve banking. The analogy with your parents loaning you the money is incorrect because your parents cannot engage in fractional reserve monetary creation.

It actually has nothing to do with the central bank - fractional reserve banking has a much longer history than central banking.

Re:Statistical mechanics of money (2000) by mywittyname on Wednesday April 03, 2019 @09:06AM (#19562957)
You never specified that loans must come from entities with reserve requirements. Not all loans originate from such entities so your statement should not be taken as absolute fact.
Re:Statistical mechanics of money (2000) by RobertoG on Tuesday April 02, 2019 @04:30AM (#19552107)
The grandparent gets it but not totally.

He says: "All money is in the books of the central bank,[..]"

In the case of lending, it's the commercial banks where the money is created and destroyed. If enough reserves exist already in the system the central bank don't need to act.

Re:Statistical mechanics of money (2000) by febeling on Tuesday April 02, 2019 @05:10AM (#19552291)
That's true depending on the definition of money you use. Commercial banks can't create central bank money (M0). But they can create credit, and convert it to central bank money at will. And credit counts into M1+, one of the common money supply indicators.

I'd say "money" in common usage is only M0 (central bank lines) and MB (notes and coin), and the others are only technical indicators used by economists. But that's debatable.

Re:Statistical mechanics of money (2000) by em500 on Tuesday April 02, 2019 @05:01PM (#19558533)
People exchange real labour, houses and cars mostly using those "technical indicators". (Few people buy a house or car with notes and coins or with their central bank line.)
Re:Statistical mechanics of money (2000) by oarabbus_ on Tuesday April 02, 2019 @02:06AM (#19551450)
I recently watched Ray Dalio's video on the Economic Machine: https://www.youtube.com/watch?v=PHe0bXAIuk0

he describes the monetary/credit/debit system in the same way, and I do agree the first premise is suspect depending on how you define "closed system".

However, I assume the authors' rebuttal would be that real-world economic systems are not closed system. Not that it makes their claims any more applicable to the real world.

Re:Statistical mechanics of money (2000) by febeling on Tuesday April 02, 2019 @02:57AM (#19551676)
I think you're right. The "closed system" is supposed to mean "without regard for the monetary aspects."

Those are where all the interesting stuff happens (like growth, crisis), though ;) But that way the statement makes sense.