You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
Hi - I am wondering if you ever reviewed the algorithms in Richard Cook's work that claims to prove the derivation the King Wen sequence -- "Classical Chinese Combinatorics: Derivation of the Book of Changes Hexagram Sequence". I recently found a review of his book (https://www.biroco.com/yijing/cook.htm) that elucidates the mathematics that was inscrutable to me when I read it many years ago.
I was wondering whether the algorithms here relate to his at all. Thank you.
The text was updated successfully, but these errors were encountered:
The operations Terence McKenna performed on the I Ching King Wen sequence are not related to Richard Cook. Richard Cook attempts to reconstruct the King Wen sequence (using questionable methods) while Terence McKenna performed the following:
/// The primary unit in the I Ching is the line.
/// A full sequence of sixty-four hexagrams contains 384 lines,
/// which traditionally has been divided into two subunits of three lines each.
/// Such subunits are called trigrams, and two trigrams form one hexagram.
/// Following the same principles of construction, we have arranged six simple waves
/// in sequential order. These are analogous to the six lines of a hexagram.
/// Over these we have superimposed, in sequential order, two more waves, each three
/// times the size of the six small waves. These two larger waves are
/// equivalent to the two trigrams in any hexagram. Superimposed over the sequence of six and two
/// is a final simple wave, standing for the entire hexagram, a single wave six times larger than the six waves on the primary level and twice
/// as large as the two waves on the intermediate level. This is analogous to a hexagram.
/// When this modular hierarchy is extended to further levels, this complex wave preserves the relation
/// of a single hexagram to the entire I Ching sequence, becoming part of a still
/// larger hierarchy of which it is only 1/64 of the whole.
/// Each tri-leveled module exists as 1/64 of a still larger module.
/// Such a complex wave has at its primary level 384 parts in sixty-four primary subunits,
/// just as the complete I Ching sequence of sixty-four hexagrams has 384 lines.
My guess is that Terence McKenna took this from the book Gödel, Echer, Bach, specifically Isomorphism.
This is a completely arbitrary arrangement and doesn't mean anything, but since the I Ching can represent literally anything he made it represent some Timewave. Which the theory itself is alright but a software representation of this is far fetched.
I was looking into representing this wave as light of an interference pattern for a hologram but some random arrangement won't get you anything visually, just noise (note I haven't tested this).
Hi - I am wondering if you ever reviewed the algorithms in Richard Cook's work that claims to prove the derivation the King Wen sequence -- "Classical Chinese Combinatorics: Derivation of the Book of Changes Hexagram Sequence". I recently found a review of his book (https://www.biroco.com/yijing/cook.htm) that elucidates the mathematics that was inscrutable to me when I read it many years ago.
I was wondering whether the algorithms here relate to his at all. Thank you.
The text was updated successfully, but these errors were encountered: