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" "The American Revolution was ignited by the slogan ‘no taxation without representation’, a slogan suggested by democratic ideals... Ought not the present day version of the old slogan be ‘No annihilation without representation?
Anatol Rapoport (May 22, 1911 – January 20, 2007) was a Russian-born American Jewish mathematical psychologist. He was one of the founders of the general systems theory. He also contributed to mathematical biology and to the mathematical modeling of social interaction and stochastic models of contagion.
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The first attempts to consider the behavior of so-called "random neural nets" in a systematic way have led to a series of problems concerned with relations between the "structure" and the "function" of such nets. The "structure" of a random net is not a clearly defined topological manifold such as could be used to describe a circuit with explicitly given connections. In a random neural net, one does not speak of "this" neuron synapsing on "that" one, but rather in terms of tendencies and probabilities associated with points or regions in the net.
The accusations of cultism leveled against Korzybski's followers are not altogether unfounded. In the United States there is a large floating population of 'truthseekers'. Many of them lack the capacity of strenuous intellectual effort required in a fruitful pursuit of knowledge and wisdom; others lack the power of critical evaluation, which would enable them to tell the genuine from the false. Still others cannot be comfortable until they find a panacea to believe in. These people support 'movements' and cults. They are as likely to 'go for' Christian Science as for technocracy, for psychoanalysis as for theosophy, for the Great Books programme as for dianetics. And so inevitably one finds some of them among the adherents of general semantics ... Whether they were actually helped by general semantics or by other factors cannot be determined without sufficient controls. But they went about spreading the faith, thus giving a cultist flavour to the 'movement'.
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Our first objective in undertaking the experimental program described here has been to gain some understanding of what goes on in long sequences of plays of Prisoner's Dilemma. We have attempted to gain this understanding by postulating a system going through a sequence of states and by attempting to formulate some mathematical models from which the dynamics of the system could be deduced. Once such a model is found, its parameters, properly interpreted, become the key terms in the emerging psychological theory. This strategy can be deemed successful, if the parameters so discovered are independent of the process itself, if they suggest further investigation, and if the further investigations, in turn, lead to a more inclusive theory.