Form: Short Note

COUNSEL: PHILOSOPHY VS SOPHISM

Given any term, always use a series of at least 3 to 5 when analyzing propositions. I prefer 8 to 12 whenever I can get them, and english because it has so vast a vocabulary of working, governing, intellectual, logical, and scientific origins is extremely useful for creating constellations of constant relations whether in one series, or a competition between series we call ‘supply and demand curves’.

Using series – which is what I teach – disambiguates and prevents errors of conflation when using ideal types and fallacies of construction such as ‘principles’.

Example:

Good < Moral < Ethical < Amoral > Unethical > Immoral > Evil

constant relations:

1… change in capital whether positive, neutral, or negative

2… degree of intent, accidental, self interest, other interest

3… degree of informational distance between actors and victims (ethical interpersonal, moral inter social, evil both.)

Most sophistry in philosophy consists of:

1… using ideal rather than serialized (enumerated) definitions; 2… using the verb to be (is are was were, be, being) rather than the means of existence;

3… conflating points of view between the observer, actor, and acted upon;

4… and failing to construct complete sentences in testimonial (promissory) grammar, using operational terms.

You will find that this is one of the points of demarcation between pseudoscience, theology, philosophy, moralizing, and testimony (what we call science): disambiguation and operationalization into complete promissory sentences will rapidly demonstrate that almost all philosophical questions are sophisms.

Witticisms. Nonsense. Puzzles. Riddles. But nothing more.

ORIGINS

Mathematics has only one constant relation (position) consisting of a single ratio, which provides scale independence, and cost independence which produces fully deterministic and testable descriptions. Yet philosophers since the time of the greeks have be trying to imitate it’s utility to no avail, and instead, have created textual and verbal interpretation under the premise the the triviality of one-dimensional positional logic can provide the same utility in deduction and prediction (induction) as the constant relations of mathematics.

Animism > Readings (Divination) > Astrology > Scriptural interpretation > Textual interpretation > legal interpretation > numerology > postmodern linguistic divination all constitute the same: finding what is not there as an appeal to an non-existent authority.

The only peer to mathematics in language is serialization: lines that test the constant relations between points (terms), and supply demand curves that test the relationship between lines ( propositions.).