CONTINUED FROM MY IMMEDIATELY-PREVIOUS BLOG ENTRY
[Note: This topic will also be continued further in my next blog entry].... for all mn, and all unk, and all n, and all k, plus w, x, y, and z, all in N
-- which provides a fully-algorithmic, "non-syncopated" arithmetic for "dimensional analysis"; a fully ideographical algebra for "units-of-measure" quanto-qualitative calculation, i.e., for --
cms. x secs. ~< & ~= & ~> cms.;
cms. x cms. = cms.^1 x cms.^1 = cms.^2 ~< & ~= & ~> cms.^1, etc.
[Example(s) of this dialectical arithmetic in use --
http://www.dialectics.info/dialectics...-WhyDI_OCR.pdf
http://www.dialectics.info/dialectics...deography.html
http://www.dialectics.info/dialectics/Welcome.html
-- pages I-34 through I-37, and --
http://www.dialectics.info/dialectics...%20A-1_OCR.pdf
http://www.dialectics.info/dialectics/Primer.html
http://www.dialectics.info/dialectics/Welcome.html
-- pages A-12 through A-14, and A-18 through A-21];
+
q/8 (---] Nq/MM = NA_ =
the third "contra-system" -- actually "contra" to all seven of to the first two triads + of N-based arithmetical systems -- the N-based arithmetical system of the "purely-qualitative", "unquantifiable system qualifiers", either in the sense of either a "dynamical system", or of a "systematics" classification or taxonomy;
space NA = { a/1, a/2, a/3, a/4, ...} = { a1, a2, a3, a4, ...};
+
q/9 (---] Nq/AN =
the third partial "uni-system"; the N-based arithmetical system of the "qualo-quantitative", or "quanto-qualitative", dialectical "meta-numbers" as a system of "quantifiable system qualifiers", or, equivalently, of "system-qualifiable quantifiers";
space Nq/AN = { a1xa1, a2xa2, a3xa3, a4xa4, ...},
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