S120 / PKSFC

Package to simulate Post-Keynesian Stock-Flow Consistent Models, following the approach of Godley, W. and M. Lavoie, 2007: Monetary Economics An Integrated Approach to Credit, Money, Income, Production and Wealth. Palgrave MacMillan, New York.
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incorporating depreciation into the model #9

Open ktegan opened 4 years ago

ktegan commented 4 years ago

I am trying to understand SFC modeling and the PKSFC project looks great. I have a question and would appreciate any help you can provide.

The SFC modeling approache prides itself on making sure that all money flows are recorded and net out to zero: one person's income is another person's payment. However, it seems to me that the depreciation or appreciation of value of goods should be able to be modeled without netting out to zero and I would love to know if this is possible to model and if so how so.

Let me try to explain with an example. I would like to take a simple PKSFC model and look at the results for each of the following fiscal policies:

In many cases it might be OK to assume that $100B of income produces $100B of goods or services (especially in the private sector) but I'm interested in this extreme example. (1) do you agree that the above two scenarios may have different rates of inflation since payments are identical but the amount of goods to purchase are not? And (2) is there any way to model this within the PKSFC framework? One idea I had would be to make a new stock of "consumables" which would be the market value of goods produced and would tie together the market value of business output (which may be different from what was paid), consumption and inflation. To keep all flows netted to zero you could make a fictitious ledger that gets income when the market value of a consumable value depreciates and gives payment when a consumable appreciates in value.

I hope that made some amount of sense. Thanks!

antoinegodin commented 4 years ago

I think you are somehow confusing two concepts:

In your case I would simply have two goods: one which is marketable with a positive price and one which is not marketable with a price=0. The wages would nonetheless be paid but the output has no value, hence leading to deficit in that sector: profits = outputprice - wagesemployment which in your case would be: -$100B=200k*0-$100B. Stock-Flow Consistency is respected as long as that deficit is matched by an equivalent inflow (in your case it was done via the governmental transfer but you could also think of a raise in debt, provided you find someone willing to do so).

ktegan commented 4 years ago

Yes, indeed I was thinking of the second case. I have a follow up question below so I will hold off on closing this right now but feel free to close this issue.

I am hoping to come up with a simple model that uses endogenous money (money supply driven by demand for credit) as well as differentiating GDP calculated by income (payments same for ditches and vegetables) and output (vegetables have value while ditches do not) and using the GDP output value for inflation calculations. If you know of an existing model off the top of your head that does this please let me know.

Thanks for the help, it is much appreciated!

antoinegodin commented 4 years ago

I'm not sure I understand you. Say you have a very simple economy composed of two sectors (Ditches and Vegetables), both of them producing without capital, only labour, and there is no governement and we assume that banks finance everyone. Production side of GDP is as you indicated: D x pD + V x pV=V x pV, income side of GDP is the sum of wages and profits. Wages=wD+wV, profits is sales-costs by sector so for V: pV x V-wV = FV, while for D: 0-wD = FD. So the GDP from the income side is wV+wD + FV + FD = V x pV. You would not be able to deflate one by the other to compute inflation.

Summing up D and V would make no sense because you are summing up ditches and vegetables which do not have the same unit. Technically what you should do is compute a nominal GDP and deflate it by some sort of price index to obtain a real GDP (which is a very abstract concept). In our little example however it would not work because if a price is zero, the goods produced do not enter in nominal GDP and hence you cannot deflate them.

ktegan commented 4 years ago

I think this is showing my novice level of understanding of the SFC models because I didn't realize that the income GDP calculations included profits. I think your point here is that in your simple example GDP is the same whether it is computed using output or income. It sounds like my question is a little nonsensical and I need to dive into the Godley and Lavoie book when I get my hands on it shortly.

Two very short questions if you have time (and obviously feel free to close this issue):

Thank you for your help and your patience!

antoinegodin commented 4 years ago

In most models, output is actually generated in the private sector. You would need to change the structure of the model to be able to incorporate governmental production. It is thus more than a simple variable to change.

I don’t think it makes too much sense to want to connect inflation directly to the quantity of money circulating in the economy. You will need to explain what is the mechanism by with prices are revised upwards: is it the case that firms are increasing their mark-up or is it the case that their unit cost are increasing (that is assuming mark-up pricing)? What I’m trying to say is that you need to justify your inflation by economic theory which is consistant with the SFC framework.