Rationality for Subgroups ofS6

SOS FOR BOUNDED RATIONALITY SOS for bounded rationality

In the gambling foundation of probability theory, rationality requires that a subject should always (never) find desirable all nonnegative (negative) gambles, because no matter the result of the experiment the subject never (always) decreases her money. Evaluating the nonnegativity of a gamble in infinite spaces is a difficult task. In fact, even if we restrict the gambles to be polynomials in ...

Jurisprudence and Rationality

  There are different concepts of rationality: specific rationality, normative rationality and instrumental rationality whose limitation covers the holistic rationality and represents the fate of rationality in the West. Thus following Hume reason became the slave of feelings and lost its authority for choosing the goal. In Islamic culture reason with its undeniable background in Shariah enjoy...

Regulating for Rationality

Rationality for Mortals

Rationality Postulates for Induction

I study the process of inductive hypothesis formation from two perspectives: finding general rules that explain given specific evidence, and finding general rules that are confirmed by the evidence. Both forms of hypothesis formation are axiomatised on the metalevel of consequence relations, which provides us with a set of rationality postulates for various forms of induction.