CONTINUED FROM MY IMMEDIATELY-PREVIOUS BLOG ENTRY
[Note: This topic will also be continued further in my next blog entry].+
q/5 (---] Nq/MN =
the first partial "uni-system"; the N-based arithmetical system of the "qualo-quantitative", or "quanto-qualitative", dialectical "meta-numbers" as a system of "quantifiable simple Metrical or unit-of-Measure-<<monad>>-ic qualifiers", or, equivalently, of simple "Metrical-unit-qualifiable quantifiers";
space Nq/MN = { m1xm1, m2xm2, m3xm3, m4xm4, ...},
for all mn, and all n, in N;
+
q/6 (---] Nq/MQ =
the second partial "uni-system" of the N-based "purely-qualitative", "unquantifiable complex metrical qualifiers"; i.e., the space of unquantifiable complex/compound "dimensional" or "unit-of-measure" qualifiers;
space Nq/MQ =
{
m1/(q/n11 + ... + q/n1x),
m2/(q/n21 + ... + q/n2y),
m3/(q/n31 + ... + q/n3z),
. . . }, for all nnk , and x, y, z, in N;
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