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Comparison of code to algorithms found in Richard Cook's analysis of King Wen sequence

Open tvc-amaffei opened this issue 5 years ago • 1 comments

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.

tvc-amaffei avatar Nov 01 '20 11:11 tvc-amaffei

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).

martenio avatar Oct 24 '24 09:10 martenio