Mathematical Relations are Constant - page 125

RETURN to Book 02 - Chapter 10 - Electromagnetic Pressures

Mathematical Relations are Constant

Professor Daniel Brinton
"The rhythmic relations in which force acts are everywhere, under all conditions, and at all times, the same. They are found experimentally to be universally expressible by the mathematical relations of thirds.

"These threefold relations may be expressed with regard to their results as,

I. Assimilative (Concentration, Gravitation)
II. Individualizing (Radiation, Entropy)
III. Dominant or Resultant

"From these three actions are derived the three fundamental LAWS OF BEING:

I. Law of Assimilation: every individualized object assimilates itself to all other objects.

II. Law of Individualization: every such object tends to assimilate all other objects to itself.

III. Law of the Dominant: every such object is such by virtue of the higher or dominant force which controls these (above) two tendencies. [14.09 - Brintons Laws of Being]

See Also

chromatic scale
Law of Mathematical Ratios
mathematical intonation
Mathematical Relations are Constant - page 125
mathematical scales
mathematical system
On the Partial Differential Equations of Mathematical Physics
Ramsay - PLATE VIII - The Mathematical Table of Majors and Minors and their Ratio Numbers
Ramsay - PLATE XXII - Mathematical Table of the Twelve Major Scales and their relative Minors
Ramsay - PLATE XXIII - The Mathematical and Tempered Scales
Ramsay - PLATE XXVII - The Mathematical Scale of Thirty two notes in Commas, Sharps and Flats
scale of mathematical intonation
semitonic progression
tempered key
tempered scale
tempered system
three mathematical primes

Created by Dale Pond. Last Modification: Monday January 9, 2023 03:27:56 MST by Dale Pond.