theosophical intuition

Measuring Intuition

The long-held popular notion of intuition has garnered much attention both academically and popularly. Although most people agree that there is such a phenomenon as intuition, involving emotionally charged, rapid, unconscious processes, little compelling evidence supports this notion. Here, we introduce a technique in which subliminal emotional information is presented to subjects while they ma...

Moral Intuition

Suppose we wish to understand a particular moral problem – for example, abortion. One way of proceeding is to reason on the basis of our existing substantive moral beliefs. We may, however, suspect that our moral beliefs about abortion, insofar as we have any prior to serious reflection, are unreliable. We may suspect, for example, that our beliefs about abortion reflect the influence of a reli...

Intuition and the Axiomatic Method Intuition and the Axiomatic Method

Intuition, reason, and metacognition.

Dual Process Theories (DPT) of reasoning posit that judgments are mediated by both fast, automatic processes and more deliberate, analytic ones. A critical, but unanswered question concerns the issue of monitoring and control: When do reasoners rely on the first, intuitive output and when do they engage more effortful thinking? We hypothesised that initial, intuitive answers are accompanied by ...

Unpacking Intuition: A Conjecture.

Can intuition be taught? The way in which faces are recognized, the structure of natural classes, and the architecture of intuition may all be instances of the same process. The conjecture that intuition is a species of recognition memory implies that human intuitive decision making can be enormously enhanced by virtual simulation.

Intuition vs. Monsters

Geometrical and physical intuition, both untutored and cultivated, is ubiquitous in the research, teaching, and development of mathematics. A number of mathematical “monsters”, or pathological objects, have been produced whichaccording to some mathematiciansseriously challenge the reliability of intuition. We examine several famous geometrical, topological and set-theoretical examples of such...