You know, if I had a dollar for every time people asked me to read up on a fringe theory, I would be a rich man now. You seem reasonable enough that I read the criticism section, which convinced the theory was not solid.
I know. Who knows, two years ago I might have reacted in the same way that you do. Telling apart the fringe theories that have merit from those that don't is a difficult problem. I appreciate you checking out the Wikipedia Criticism section. You'll note that the points mentioned there have been addressed by MMT academics. I'm really not trying to sound paternalistic or something, but try putting yourself in my shoes. What if MMT really had some merits? What could possibly convince you?
If the government covers a deficit by printing money, it will increase inflation, because greater supply leads to lower prices. This also applies to money.
No, it doesn't, at least not in the way that you think. Here's why: in regular goods markets, both demand and supply are essentially flows. Producers produce a certain amount of goods per time unit, whence the supply. Consumers demand a certain amount of good per time unit, whence the demand - both can be functions of price or whatever, but the point about flows is important. Prices change on the margin.
The "money supply" is a stock. It is something like the sum of all deposits, depending on the definition. How could that possibly affect inflation directly? Inflation is a measure of average price increases, so e.g. increase of prices set by supermarket bureaucrats. But the people who make decisions about how to set prices in supermarkets only see the flow of customer demand. They do not see the size of the stock of money. So how can their decision possibly depend on the latter?
You could argue that there is some relationship between the stock of money and the flows of money, i.e. that increasing the stock of money will also increase the flow of money. In terms of Quantity Theory of Money, this is the claim that V (the "velocity" of money) is constant. Empirically, this claim is false, and V varies all over the place. So now you have two choices: one is to insist on using the stock of money to explain inflation, in which case you have to complicate your models to account for changes of the velocity of money. Or you cut through the bullshit, forget about the stocks, and just concentrate on the flow of money. The latter is why I put an emphasis on aggregate demand, because that's one way to look at such flows.
Conversely, when the government issues more bonds than it deficit spends, the interest rate goes up.
Which interest rate, exactly? And once you tell me this, could you outline why the (market) interest rate would increase?
The interbank interest rate is most directly affected. When the government issues more bonds than it deficit spends, this means that the total amount of reserves held by banks shrinks. This increases the demand for reserves for refinancing purposes, which means that those banks who hold excess reserves can lend them out at higher interest rates. Of course, the lending rate (or discount rate in the US) of the central bank is an upper bound to how high this interest rate can rise.
This is why the central bank, as an arm of government, acts to sell and buy bonds on the open market to control the interest rate. Note how the interest rate is a policy target of the central bank, whereas the total amount of reserves is a policy tool: by buying and selling bonds (or doing repo agreements or whatever), the central bank holds the level of reserves at a level that is compatible with its interest rate target. In particular, the central bank cannot target both interest rate and level of reserves.
Tell the Greeks that ;) That example alone should tell you something.
Yes. It tells me that the Greek government is not a monetary sovereign government. But that's about it.
In fact, inflation is a mixture of different actors in the economy fighting for shares of real income, and a result of the interplay of supply and demand: if aggregate demand is too high for the productive capacity of the economy, this conflict will be resolved via increasing prices. If aggregate demand is too low for productive capacity, the conflict will typically be resolved via unemployment, and factories being idle.
Sorry, but that is just nonsense. No Western economy have had a general dearth of produce of any significant mind since after the aftermath of 2nd world war. So by your argument, we should not have experienced inflation since. In my little country, we hit well over 15% in the 1970's (due to bad policy of the government at the time).
You conveniently ignore the part where I wrote that inflation can also be different actors in the economy fighting for shares of real income by raising their prices.
Also, your mention of the 1970s makes it likely that there was imported inflation via rising energy prices. I don't know what country you're talking about, so that's just an educated guess.
Note that you have already taken the first step of this type: First you said, people will buy more bonds, which allows the government to spend more. Then I said, that's false, because the capacity of (sovereign) government to spend is independent of bond issue. You conceded that point (at least I assume so) but evaded by claiming that it would necessarily be inflationary, irrespective of what else is going on in the economy. That's Quantity Theory of Money, and it's nonsense because it implicitly assumes that the size of the real economy is constant (i.e. the Q in MV = PQ cannot change) -- but that is so obviously false, it's not even funny anymore.
And there is your strawman. Nowhere has I assumed the size of the real economy is constant.. on the contrary, I claim the wealth of the world is increasing, and has been increase for a long time. Nor does anything I have said depend on a constant size of the economy. From skimming the theory you mention on Wikipedia, i cannot see anything in that that assumes any of the terms are constant --- au contraire, the Q is called an "index" which usually means it is a function of time.
I'm sorry, but you are simply contradicting yourself here. Earlier you write something like "$X causes inflation", and since you have yet to really spell out what your X is, I assume you mean X = "increase of the money supply, i.e. M in the equation MV = PQ". If this assumption is wrong, I gladly stand corrected and we can discuss what you really mean. But given the assumption, the claim that "increase of M implies increase of P" denies the possibility that the adjustment in the equation happens via a change in V or Q.
Another note: You have always been talking about a causality from M to P. How do you know there isn't actually a causality from P to M? After all, when the price level rises, businesses and people both apply for, and can justify, larger loans. That in turn increases the money supply M1 (remember that M1 is essentially sum of deposits, and an increase in the volume of loans implies an increase in the volume of deposits). Just more food for thought...
The truth is that the reserve requirement is an after-the-fact thing. The banks create as much deposits via loans as they like - though they are constrained by capital requirements - and if, after all balances have been exchanged, they happen to not have enough reserves available, then they borrow them from somewhere.
It is not given they can borrow, or what price they will pay. And when they can't, they crash. What else is new? In my little country, I think 5 banks so far has crashed.
I know this is hard to stomach, but the fact that the central bank will always lend to banks that have their balance sheet in order according to capital regulations is not a contested claim in economics. In fact, this "lender of last resort" purpose was historically a big reason for why central banks were created in the first place. Yes, you can read about it on Wikipedia.
The motivation for that setup is to draw a clearer distinction between insolvency and illiquidity. For non-financial firms, those two are usually quite closely related, but financial firms can easily become illiquid even while being solvent, because solvency of financial firms is very hard to judge for market participants - in the end, that's what bank runs are all about. So the original idea was that regulators make sure banks stay solvent, and then supply all the liquidity that may be needed. Of course, this theory is kind of subverted by regulatory capture, but that's a different topic.
Most importantly, they can always borrow from the Fed, and this view also applies to the entire banking system as a whole.
I sincerely doubt they can always borrow from the Fed without some pretty stiff penalties, prices and/or sacrifices.
They have to pay the discount window interest rate which is higher than the usual interbank interest rate. Whether you consider that "pretty stiff" is up to you, the setting of those interest rates is public data, you can take a look for yourself.