Much of "How God Makes God"
is about the game theory concept of creating wealth. This is a short overview
Game theory is a conceptual framework for dealing with competitive situations
in conditions of uncertainty. Making money and creating wealth are certainly
within this realm.
Game theory makes an essential conceptual distinction between "zero
sum games" and "non zero sum games".
Making money is often associated with "zero sum games", where
winners gain at the expense of the losers. This must involve some kind of
deceit or trickery which works against the establishment of sound cooperative
situations. In terms of any sensible strategy to create wealth this is the
worst possible kind of situation to get into.
Real wealth creation is about playing "non zero sum games" where
wealth is created as a result of cooperating in a game where every player
can be a winner. Cooperation improves efficiency and wealth comes about
as a direct result of improved efficiency.
A book by Thomas Schelling, "The Strategy of Conflict", was the
trigger which allowed me to see how the setting up of profitable systems
of cooperation could be considered a game. By turning his pay-off matrices
around (applying cooperation instead of conflict) the game of creating wealth
can be viewed in terms of a strategy for setting up arrangements for cooperation.
Using this inversion of Schelling's model, the basic premise of Keynes's
famous work on "The General Theory of Employment, Interest and Money"
can be interpreted as being about the competitive game played by employers
competing with each other for the cooperation of employees.
Using the financial trick of converting incomes into capital and capital
into incomes it became patently obvious that long term secure cooperations
have immense value. This is the underlying principle of creating wealth
and making money .
It is the "secret" of wealth creation: becoming skilled in "non
zero sum games" of cooperation which result in increased efficiency.
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Peter Small August 1996
Email: peter@genps.demon.co.uk
Version 1.00
© Copyright 1996 Peter Small
No reproduction in whole or part without prior permission