Listing with Totals
Notes:
- • and ◊ represent wild cards, typically numbers between 1 and 7.
- for visualizing relationships, see graphic representations.
Taxonomic Form | Formula | No. | Notes | |
---|---|---|---|---|
Root | R | 1 | ||
Root Hierarchy | RH | 1 | ||
Levels | RHL1 – RHL7 | 7 | ||
Oscillating Duality | RH-oD | 2 | Poles | |
Dynamic Duality | RH-kD | 2 | Poles | |
Tree | RHK | 1 | ||
Tree Centres | RHKO1 - O10 | 10 | ||
Tree Channels | RHKc1 – c22 | 22 | ||
Internal Duality | RHK-iD | 1 | ||
Root Structural Hierarchy | sRH | 1 | ||
Groupings (Levels) | sRHG1 – G7 | 7 | ||
Internal Groups | e.g. sRHG2^{5} | 28 | 7+6+5+4+3+2+1 | |
Oscillating Duality | sRH-oD | 2 | Poles | |
Unfolding Duality | sRH-uD | 16 | 2 + 7x2 | |
Dynamic Duality | sRH-kD | 2 | Poles | |
Tree | sRHK | 1 | ||
Tree Centres | sRHKO1 - O10 | 10 | ||
Tree Channels | sRHKc1 – c22 | 22 | ||
Internal Duality | sRHK-iD | 2 | Context-content | |
Root Q-Expansion | ||||
Style Hierarchy | RMH | 1 | Q-hierarchies are identified via the corresponding Primary Spiral | |
Style Hierarchy Levels | RMHLα - Lδ | 4 | ||
Root Typology | RH' | 1 | ||
Types | RH'L1 - L7 | 7 | ||
Oscillating Duality | RH'-oD | 2 | Poles | |
Unfolding Duality | RH'-uD (?) | 16 | 2 + 7x2 | |
Executing Duality | RH'-eD | 2 | Poles | |
Approach Duality | RH'-aD | 2 | Poles | |
Tree | RH'K | 1 | ||
Tree Centres | RH'KO1 - O10 | 10 | ||
Tree Channels | RH'Kc1 – c22 | 22 | ||
Internal Duality | RH'K-iD | 2 | Context-content | |
Root Spiral | RH'C | 1 | ||
Stages | RH'Cφ1 - φ7 | 7 | ||
Origin | RH'Cφ1o/i/m | 3 | ||
Dynamic Duality | RH'C-kD | 2 | Poles | |
Tree | RH'CK | 1 | ||
Tree Centres | RH'CKO1 - O10 | 10 | ||
Tree Channels | RH'CKc1 – c22 | 22 | ||
Internal Duality | RH'CK-iD | 2 | Context-content | |
Root Spiral Structural Hierarchy | RH'CsH | 1 | ||
Groupings (Levels) | RH'CsHG1 – G7 | 7 | ||
Internal Groups | e.g. RH'CsHG2^{5} | 28 | 7+6+5+4+3+2+1 | |
Oscillating Duality | RH'CsH-oD | 2 | Poles | |
Unfolding Duality | RH'CsH-uD | 16 | 2 + 7x2 | |
Dynamic Duality | RH'CsH-kD | 2 | Poles | |
Tree | RH'CsHK | 1 | ||
Tree Centres | RH'CsHKO1 - O10 | 10 | ||
Tree Channels | RH'CsHKc1 – c22 | 22 | ||
Internal Duality | RH'CsHK-iD | 2 | Context-content | |
Root Tertiary Hierarchy | ||||
Levels | RH"L1 – RH"L7 | 7 | ||
Oscillating Duality | RH"-oD | 2 | Poles | |
Dynamic Duality | RH"-kD | 2 | Poles | |
Tree | RH"K | 1 | ||
Tree Centres | RH"KO1 - O10 | 10 | ||
Tree Channels | RH"Kc1 – c22 | 22 | ||
Root Tertiary Structural Hierarchy | sRH" | 1 | ||
Groupings (Levels) | sRH"G1 – G7 | 7 | ||
Internal Groups | e.g. sRH"G2^{5} | 28 | 7+6+5+4+3+2+1 | |
Oscillating Duality | sRH"-oD | 2 | Poles | |
Unfolding Duality | sRH"-uD | 16 | 2 + 7x2 | |
Dynamic Duality | sRH"-kD | 2 | Poles | |
Tree | sRH"K | 1 | ||
Tree Centres | sRH"KO1 - O10 | 10 | ||
Tree Channels | sRH"Kc1 – c22 | 22 | ||
Internal Duality | sRH"K-iD | 2 | Context-content | |
Primary Hierarchies | PH1 - PH7 | 7 | 1 x 7 | |
Levels | PH•L1 - PH•L1 | 49 | 7 x 7 | |
Oscillating Duality | PH•-oD | 14 | 2 Poles x 7 | |
Dynamic Duality | PH•-kD | 14 | 2 Poles x 7 | |
Tree | PH•K | 7 | 1 x 7 | |
Tree Centres | PH•KO1 - O10 | 70 | 10 x 7 | |
Tree Channels | PH•Kc1 – c22 | 154 | 22 x 7 | |
Internal Duality | PH•K-iD | 1 | 1 x 7 | |
Primary Structural Hierarchy | sPH• | 7 | 1 x 7 | |
Groupings (Levels) | sPH•G1 – G7 | 49 | 7x7 | |
Internal Groups | e.g. sPHG2^{5} | 196 | (7+6+5+4+3+2+1) x 7 | |
Oscillating Duality | sPH•-oD | 14 | 2 Poles x 7 | |
Unfolding Duality | sPH•-uD | 112 | (2 + 7x2) x 7 | |
Dynamic Duality | sPH•-kD | 14 | 2 Poles x 7 | |
Tree | sPH•K | 7 | 1 x 7 | |
Tree Centres | sPH•KO1 - O10 | 70 | 10 x 7 | |
Tree Channels | sPH•Kc1 – c22 | 154 | 22 x 7 | |
Internal Duality | sPH•K-iD | 14 | Context-content x 7 | |
Principal Typology | PH'• | 7 | 1 x 7 | |
Types | PH'▪L1 - L7 | 49 | 7 x 7 | |
Oscillating Duality | PH'▪-oD | 2 | 2 Poles x 7 | |
Unfolding Duality | PH'▪-uD (?) | 16 | (2 + 7x2) x 7 | |
Executing Duality | PH'▪-eD | 2 | 2 Poles x 7 | |
Approach Duality | PH'▪-aD | 2 | 2 Poles x 7 | |
Style Hierarchy | PH'▪MH | 7 | 1 x 7 | |
Style Hierarchy Levels | PH'▪MHLα - Lδ | 28 | 4 levels x 7 | |
Primary Q-Hierarchy | PH'▪QH◊ | 49 | 7 x 7 | |
Q-Subsidiary Typology | PH'▪Qt◊ | 49 | 7 x 7 | |
Oscillating Duality | PH'▪QH◊-oD | 14 | (2 Poles x 7) x 7 | |
Executing Duality | PH'▪QH◊-eD | 2 | 2 Poles x 7 | |
Approach Duality | PH'▪QH◊-aD | 2 | 2 Poles x 7 | |
Dynamic Duality | PH'▪QH◊-kD | 2 | 2 Poles x 7 | |
QH-Tree | PH'▪QH◊•K | 49 | 7 x 7 | |
Tree Centres | PH'▪QH◊KO1 - O10 | 70 | 10 x 7 | |
Tree Channels | PH'▪QH◊Kc1 – c22 | 154 | 22 x 7 | |
Internal Duality | PH'▪QH◊K-iD | 7 | 1 x 7 | |
Q-Spiral | PH'▪QC◊ | 7 | 7 x 7 | |
Q-Spiral Stages | PH'▪QC◊φ1 - φ7 | 343 | 7 x 7 x 7 | |
Q-Spiral Origin | PH'▪QC◊φ1o/i/m | 147 | 3 x 7 x 7 | |
Q-Spiral Dynamic Duality | PH'▪QC◊-kD | 98 | 2 Poles x 7 x 7 | |
Q-Structural H | ||||
Q-Groupings (Levels) | PH'▪QsH◊G1 – G7 | 343 | 7 x 7 x 7 | |
Internal Groups | e.g. PH'▪QsH◊G2^{5} | 1,372 | (7+6+5+4+3+2+1) x 7x7 | |
Oscillating Duality | PH'▪QsH◊H-oD | 98 | (2 Poles x 7) x 7 | |
Unfolding Duality | PH'▪QsH◊-uD | 784 | (2 + 7x2) x 7 x 7 | |
Dynamic Duality | PH'▪QsH◊-kD | 98 | (2 Poles x 7) x 7 | |
QsH Tree | PH'▪QsH◊K | 49 | 1 x 7 x 7 | |
Tree Centres | PH'▪QsH◊KO1 - O10 | 490 | 10 x 7 x 7 | |
Tree Channels | PH'▪QsH◊Kc1 – c22 | 1078 | (22 x 7) x 7 | |
Internal Duality | PH'▪QsH◊K-iD | 98 | (Context-content x 7) x 7 | |
Q-Matrix | PH'▪QHZ | 7 | 1 x 7 | |
Primary Spiral | PH•C1 - C7 | 7 | ||
Stages | PH•Cφ1 - φ7 | 7 | ||
Origin | PH•Cφ1o/i/m | 3 | ||
Dynamic Duality | PH•C-kD | 2 | Poles | |
Tree | PH•CK | 1 | ||
Tree Centres | PH•CKO1 - O10 | 10 | ||
Tree Channels | PH•CKc1 – c22 | 22 | ||
Primary Spiral Structural Hierarchies | sPH• | 7 | 1 x 7 | |
Groupings (Levels) | PH•CsHG1 – G7 | 49 | 7 x 7 | |
Internal Groups | e.g. PH•CsHG2^{5} | 28 | 7+6+5+4+3+2+1 | |
Oscillating Duality | PH•CsH-oD | 14 | 2 Poles x 7 | |
Unfolding Duality | PH•CsH-uD | 112 | (2 + 7x2) x 7 | |
Dynamic Duality | PH•CsH-kD | 14 | 2 Poles x 7 | |
Tree | PH•CsHK | 7 | 1 x 7 | |
Tree Centres | PH•CsHKO1 - O10 | 70 | 10 x 7 | |
Tree Channels | PH•CsHKc1 – c22 | 154 | 22 x 7 | |
Internal Duality | PH•CsHK-iD | 14 | Context-content x 7 | |
Tertiary Hierarchies | PH"1, 2, 3, 4, 5, 7 | 6 | ||
Levels | PH"L1 – PH"L7 | 7 | ||
Oscillating Duality | PH"-oD | 2 | Poles | |
PH6: Tertiary Hierarchy | PH"6 | 1 | ||
Levels | PH"6L1 – PH"6L7 | 7 | ||
Oscillating Duality | PH"-oD | 2 | Poles | |
Dynamic Duality | PH"-kD | 2 | Poles | |
Tree | PH"K | 1 | ||
Tree Centres | PH"KO1 - O10 | 10 | ||
Tree Channels | PH"Kc1 – c22 | 22 | ||
Tertiary Structural H | sPH"6 | 1 | ||
Groupings (Levels) | sPH"6G1 – G7 | 7 | ||
Internal Groups | e.g. sPH"6G2^{5} | 28 | 7+6+5+4+3+2+1 | |
Oscillating Duality | sPH"6-oD | 2 | Poles | |
Unfolding Duality | sPH"6-uD | 16 | 2 + 7x2 | |
Dynamic Duality | sPH"6-kD | 2 | Poles | |
Tree | sPH"6K | 1 | ||
Tree Centres | sPH"6KO1 - O10 | 10 | ||
Tree Channels | sPH"6Kc1 – c22 | 22 | ||
Internal Duality | sPH"6K-iD | 2 | Context-content | |
Extra | ||||
Internal entities (levels) of the groups in structural hierarchies. | 5,376 | Calculation needs checking. |
Last Corrected: 14-May-2013