Saturday, February 22, 2020

The ‘Irrepetitivity’ of Subscript Repetition, Part 06: ‘Seldon’s Soliloquies Series’.

The NQ Dialectic-Arithmetic -- The Irrepetitivity of Subscript Repetition, Part 06:  ‘Seldon’s Soliloquies Series.

Dear Reader,

It is my pleasure, and my honor, as an officer of the Foundation Encyclopedia Dialectica [F.E.D.] Office of Public Liaison, and as a voting member of F.E.D., to share, with you, from time to time, as they are approved for public release by the F.E.D. General Council, key excerpts from the internal writings, and from the internal sayings, of our co-founder, Karl Seldon.

The sixth such release in this new series is posted below [Some E.D. standard edits have been applied, in the version presented below, by the editors of the Special Council for the Encyclopedia, to the direct transcript of our co-founder’s discourse].

In this 6th installment, Seldon addresses a common mis-impression about the NQ algebra for dialectic:  the mis-impression that repeated categorially interpreted subscripts -- e.g., that repetitions of the «arché» subscript, in NQ ‘‘‘algebraic unknowns’’’ -- represent nothing more than an additive repetition of the first order, “Natural Numbers subscript 1 in the undergirding, generic NQ arithmetic.

Seldon --

For more information regarding these Seldonian insights, please see --


For partially pictographical, ‘poster-ized’ visualizations of many of these Seldonian insights -- specimens of dialectical art -- see:



Miguel Detonacciones,

Voting Member, Foundation Encyclopedia Dialectica [F.E.D.],
Participant, F.E.D. Special Council for Public Liaison,
Officer, F.E.D. Office of Public Liaison.

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