See as well some other remarks from March 28, 2014.
Saturday, September 15, 2018
Ig Nobel “One Plus One”
Jean-Luc Godard in this journal on Thursday —
"I perceived . . . cinema is that which is between things,
not things [themselves] but between one and another."
Also on Thursday —
"Scientific luminaries gathered at Harvard University’s
historic Sanders Theatre on Thursday to honor
notable achievements this year…. It was the
28th First Annual Ig Nobel Prize Ceremony …."
Comments Off on Ig Nobel “One Plus One”
Axioms
Update of 10:18 AM the same day —
See also Logicomix in this journal and, at Harvard,
http://www.math.harvard.edu/~mazur/ —
-
September 6, 2018: Eric Maskin, Amartya Sen and I
are giving a course this semester: 'Axiomatic Reasoning'
(PHIL 273B). Introduction to Axiomatic Reasoning gives a
general sense of what we intend to cover.
Update of 10:48 AM the same day —
See Log24 on the date of Tieszen's death.
Comments Off on Axioms
Eidetic Reduction in Geometry
|
"Husserl is not the greatest philosopher of all times. — Kurt Gödel as quoted by Gian-Carlo Rota Some results from a Google search — Eidetic reduction | philosophy | Britannica.com Eidetic reduction, in phenomenology, a method by which the philosopher moves from the consciousness of individual and concrete objects to the transempirical realm of pure essences and thus achieves an intuition of the eidos (Greek: “shape”) of a thing—i.e., of what it is in its invariable and essential structure, apart … Phenomenology Online » Eidetic Reduction
The eidetic reduction: eidos. Method: Bracket all incidental meaning and ask: what are some of the possible invariate aspects of this experience? The research Eidetic reduction – New World Encyclopedia Sep 19, 2017 – Eidetic reduction is a technique in Husserlian phenomenology, used to identify the essential components of the given phenomenon or experience. |
For example —
The reduction of two-colorings and four-colorings of a square or cubic
array of subsquares or subcubes to lines, sets of lines, cuts, or sets of
cuts between* the subsquares or subcubes.
See the diamond theorem and the eightfold cube.
* Cf. posts tagged Interality and Interstice.
Comments Off on Eidetic Reduction in Geometry