Re: profit = dividends?    [EMAIL PROTECTED]  
  Feb 19, 2003 20:27 PST   
This theorem breaks down when one considers the 
second and third level breakdown of B. In every B, 
there is an A + B. The equation can be thus stated

A1 + (A2 + (A3 + (A4 + 0))) where A4+0 = B3 and A3 + 
B3 = B2, etc.

Eventually, only households get the money, if only as 
a journal entry in an enterprise where stock is held. 
Theoretically each transaction can be broken down to 
a household level.
[cut]

Michael Bindner
------------------------------------

[Bill in reply to Michael Bidner]
What you say is true but it is irrelevant to the 
theorem.  A + B is akin to relating vectors in a 
force field.  It is the rate of price generation as 
compared the rate of disbursement of purchasing power 
in the process of production.  If the rates remain 
proportionate through time, everything is okay.  With 
labor displacement (a long-term factor) and other 
factors both long-term and short term, the rates will 
diverge.

--

Re: profit = dividends?    [EMAIL PROTECTED]  
  Feb 20, 2003 06:14 PST
   
Why do you assume that the benefits don't accrue to 
the owners of the group b payment instantly? In fact, 
in accrual accounting, all payments are identified 
with the period in which they are earned. 
Theoretically, there is no lag. The owners of the 
group payment know what they are receiving when they 
receive it - in the last spending spree the owners of 
many group b assets borrowed against these earnings 
to fuel consumption.

Michael Bindner
------------------------------------

[Bill in reply to Michael Bidner]
Again, what you say is true but it is irrelevant to 
the theorem.  Accrued assets are not purchasing power 
yet are charged into the prices of production as they 
depreciate.

You refer to loans to finance consumption.  Yes, they 
work fine so long as income increases in tandem with 
spending.  In the case of consumer loans, the 
spending curve leads the amortization curve.  This 
works only if the income curve is increasing 
proportionately to the amortization curve.  If, 
however, the income curve is falling in respect to 
the prices of production (which must be the case if 
there is labor displacement), the effect is that you 
are merely shifting debt from firms to consumers.  
The debt itself is still increasing exponentially 
inflating the bubble that will at some point burst.

Think of it this way:  You purchase a house that is 
financed by a loan which you amortize over time.  The 
nominal value of your increasing equity is not equal 
to the amortization but proportionate to it.  The 
house is an asset.  If you are a business, that asset 
will be priced into production as it depreciates.  
But the money that the depreciation represents no 
longer exists yet consumers are expected to pay it 
from money which they never received.  Consumers 
could borrow it, or firms could borrow it for the 
production of ever more assets.
--  


Dear Friends,

Where Michael Bindner says the A+B Theorem breaks 
down is exactly where it comes into its own.  B can 
be thought of as reimbursements for past cumulative 
A, whereas A stands for current A.  What technology 
wants to do, if we let it, is make things cheaper, 
that is, make current A less than past cumulative A.  
It may clarify things to say that current A-payments 
for the final stage of production go into current 
price, but current A-payments for capital production 
(being an earlier stage of consumer production) do not.  
(They will go into a future price.)

Michael Lane
Triumph of the Past
------------------------------------

[Bill in reply to Michael Lane]
It's more than reimbursement for past cumulative A, 
because B includes reimbursement for sums which 
consumers never received.  It is equal to cumulative 
A only in dynamic stasis (with the further 
unrealistic assumption that the economy has always 
been in stasis), where B of the retail sector equals 
the A of all other sectors, so that retail A plus B 
equals the A of the entire firms sector.

A variation of A + B is the "double circuit" - which 
is another aspect to this multidimensional concept - 
where the B circuit represents the flow from banks to 
firms back to banks - creating price values in the 
process that have no correspondence to consumer 
income.  Assets are created thereby which are charged 
into prices through depreciation.

The difference between this and the "asset price 
inflation" that Michael Hudson talks about is that 
such speculative activity financed by bank credit is 
not charged into prices that have to be recovered 
from consumers directly.  It represents a circuit 
that is extraneous to either A or B.  The problem is 
if the bubble from that extraneous circuit collapses, 
the banking system comes down with it, paralyzing the 
real economy, which is what happened in 1929.

--  



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