Wednesday, August 24, 2011

Part 10 -- Some Help with "Getting a Handle" on F.E.D. Dialectics: The Dialectic of the Seldonian Dialectical Arithmetics Themselves.

 

 

 

 CONTINUED FROM MY IMMEDIATELY-PREVIOUS BLOG ENTRY

[Note:  This topic will also be continued further in my next blog entry].




space --  

Nq/AMN  =   

{   
(a1xa1)/( m11xm11 + ... + m1wxm1w ),  

(a2xa2)/( m21xm21 + ... + m2xxm2x ),  

(a3xa3)/( m31xm31 + ... + m3yxm3y ),  

(a4xa4)/( m41xm41 + ... + m4zxm4z ), ... } 

-- for all an, mkj, and all n, k, and j, plus w, x, y, and z, all in N;

+

q/14 (---] Nq/AMQ    = 
the eighth partial "uni-system" of the N-based "purely-qualitative", "unquantifiable system qualifiers" arithmetic; i.e., for the space of unquantifiable complex/compound "dimensional" or "unit-of-measure", multi-metrical -- multi-state-variable and multi-control-parameter -- qualifiers;

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