My motto has been "Rigor cleans the window through which intuition shines." It seems to me that a great deal more is known about mathematical rigor than about mathematical intuition. Economics Nobelist Daniel Kahneman recently published at www.edge.org a survey of several men-decades of research on flaws of human statistical intuition. A paper, "The Intuitive Experience" in "The View from Within" (Journal of Consciousness Studies, V.6 1999) discusses in considerable detail schema and methods of invocation of intuition in psychotherapy, art, and biology research. My overall question is whether there really are different kinds of intuition depending on the research discipline. In particular, is there some kind of kinetic intuition specific to category theory that crucially involves visualization of time-varying diagrams? Do conjectured adjoint functors arise from distinct algebraic, or geometric, or logical intuitions? Do categorists deploy special methods to access their intuition, or do intuitions just happen to those with a knack for category theory? Does categorical intuition just develop with experience, or is there a specialized training to enhance it? Is categorical intuition any different from mathematical intuition in general? Ellis D. Cooper [For admin and other information see: http://www.mta.ca/~cat-dist/ ]