Theories of Problem Solving And Decision Making Pt a
Theories of Problem Solving And Decision Making Pt a
Peer Peer Olav Soelberg
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Vhereas I did not assume a particular form for the generalized Psi- function that was illustrated in Table E-2 -- we might for example assume either that the Hi/Hi, or that the LO/LO, Gain/Loss combination has the higher Psi-rank — Shackle assumes that the specific form of any Dm's Psi-f unction Is_ generally known or somehow provided. Further- more Shackle assumes that his Dms scale their Standard-Foci utilities by means of a very much finer grid than the binary Hl/LO's we have employed for ou...r illustration here — in fact Shackle seems to like to assume almost continuous Utility and Psi-function scales. For this reason of course March and Simon's INCOMPARABILITY (which is their, term for INDIFFERENCE) conflict will not occur in . Shackle's theory, resolvable as all alternative rank-ties are by the almost . It:, o: continuous nature of the Psi-function. 120 In short, none of Shackle's Non-distributive Uncertainty models have room in them for March and Simon's brand of cognitive decision conflicts.
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