Quantity


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1 The nature and existence of quantity, its relation to matter, substance, and body, the transcendental categories of quantity.
2 The relation between quantity and quality, reducibility of quality to quantity.
3 The relation of quantities, equality and proportion.
4 The kinds of quantity, continuous and discontinuous.
5 The magnitudes of geometry, the relations of dimensionality.
6 Straight lines, their length and their relations, angles, perpendiculars, parallels.
7 Curved lines, their kinds, number, and degree, Circles.
8 Ellipses, Parabolas.
9 Hyperbolas.
10 The relations of straight and curved lines, tangents, secants, asymptotes.
11 Surfaces.
12 The measurement and transformation of areas.
13 The relations of surfaces to lines and solids.
14 Solids, regular and irregular.
15 The determination of volume.
16 The relations of solids, inscribed and circumscribed spheres, solids of revolution.
17 Discrete quantities, number and numbering.
18 The kinds of numbers, odd-even, square-triangular, prime-composite.
19 The relations of numbers to one another, multiples and fractions, series of numbers.
20 The number series as a continuum, positive and negative numbers, imaginary numbers.
21 Physical quantities.
22 Space, the matrix of figures and distances.
23 Time, the number of motion.
24 The quantity of motion, momentum, velocity, acceleration.
25 Mass, its relation to weight.
26 Force, its measure and the measure of its effect.
27 The measurements of quantities, the relation of magnitudes and multitudes, the units of measurement.
28 Commensurable and incommensurable magnitudes.
29 Mathematical procedures in measurement, superposition, congruence, ratio and pro-portion, parameters and coordinates.
30 Physical procedures in measurement, experiment and observation, clocks, rules, balances.
31 Infinite quantity, the actual infinite and the potentially infinite quantity, the mathematical and physical infinite of the great and the small.


All text from the Outlines is Copyright ©1990 Encyclopedia Britannica Inc.; this electronic edition is Copyright© 2005 by Michael R. Lissack and reproduced by permission.