A Descriptive Review of Intuition and Paradox

Abstract

This research shows the relations of the concept of intuition with paradoxes in natural languages, not as the mathematical language tried to deal with it as a crisis that should be avoided and disposed of. With the logician Kurt Gödel's theorem of incompleteness, the concept of paradox was introduced into the scientific system.  Moreover, one of the research demands is the recognition of the concept of intuition within the knowledge systems. The research concluded that describing the concept of intuition, its accessories, and related concepts and visions is not easy. The description takes us to revelations and aspirations that our minds did not see their clarity and importance. Intuition is like a description, approaching and interacting with itself, until it is revealed to itself by the characteristic of reflection on the other, not by reflection on the one self-ego. It gains its unity from others and distinguishes its uniqueness by analogy with others, not as the old philosophical doctrines claimed. There is always something we look forward to identifying, realizing, and revealing its ambiguity.