The assignments page for a graduate algebra course at Cornell
last fall had a link to the eightfold cube:
Friday, January 6, 2017
Eightfold Cube at Cornell
Friday, September 14, 2018
Warburg at Cornell, Continued
Monday, January 9, 2017
Analogical Extension at Cornell
Click to enlarge the following (from Cornell U. Press in 1962) —
For a more recent analogical extension at Cornell, see the
Epiphany 2017 post on the eightfold cube and yesterday
evening's post "A Theory of Everything."
Saturday, May 1, 2021
Friday, December 31, 2021
Aesthetics in Academia
Related art — The non-Rubik 3x3x3 cube —
The above structure illustrates the affine space of three dimensions
over the three-element finite (i.e., Galois) field, GF(3). Enthusiasts
of Judith Brown's nihilistic philosophy may note the "radiance" of the
13 axes of symmetry within the "central, structuring" subcube.
I prefer the radiance (in the sense of Aquinas) of the central, structuring
eightfold cube at the center of the affine space of six dimensions over
the two-element field GF(2).
Wednesday, August 18, 2021
Eight the Great
Starring J. J. Abrams as Leonhard Euler?
Related material —
The Cornell cap in the recent HBO "White Lotus" —
Saturday, September 5, 2020
Ikonologie des Zwischenraums
The title is from a Cornell page in the previous post.
Related material (click to enlarge) —
The above remarks on primitive mentality suggest
a review of Snakes on a Plane.
Saturday, January 14, 2017
1984: A Space Odyssey
See Eightfold 1984 in this journal.
Related material —
"… the object sets up a kind of
frame or space or field
within which there can be epiphany."
"… Instead of an epiphany of being,
we have something like
an epiphany of interspaces."
— Charles Taylor, "Epiphanies of Modernism,"
Chapter 24 of Sources of the Self ,
Cambridge University Press, 1989
"Perhaps every science must start with metaphor
and end with algebra; and perhaps without the metaphor
there would never have been any algebra."
— Max Black, Models and Metaphors ,
Cornell University Press, Ithaca, NY, 1962
Click to enlarge:
Sunday, June 3, 2012
Child’s Play
“A set having three members is a single thing
wholly constituted by its members but distinct from them.
After this, the theological doctrine of the Trinity as
‘three in one’ should be child’s play.”
– Max Black, Caveats and Critiques: Philosophical Essays
in Language, Logic, and Art , Cornell U. Press, 1975
Related material—