“The main dimensions of Marx’s discussion of alienation are as follows: …
1. The worker … has no power to determine the fate of what he produces. …
2. The work task does not offer intrinsic satisfactions. …
3. Human relations, in capitalism, tend to become reduced to operations of the market. … Money promotes the rationalization of social relationships, since it provides an abstract standard in terms of which the most heterogeneous qualities can be compared, and reduced, to one another. …
4. Some animals do produce, of course, but only in a mechanical, adaptive fashion. Alienated labor reduces human productive activity to the level of adaptation to, rather than active mastery of, nature.”

Source: Capitalism and Modern Social Theory (1971), pp. 12-13.

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Anthony Giddens13

British sociologist 1938

Howard P. Robertson (1903–1961) American mathematician and physicist

Geometry as a Branch of Physics (1949)

“Bourgeois society is ruled by equivalence. It makes the dissimilar comparable by reducing it to abstract quantities. To the enlightenment, that which does not reduce to numbers, and ultimately to the one, becomes illusion.”

Max Horkheimer (1895–1973) German philosopher and sociologist

John Cumming trans., p. 7.
Dialektik der Aufklärung [Dialectic of Enlightenment] (1944)

Theodor W. Adorno (1903–1969) German sociologist, philosopher and musicologist known for his critical theory of society

John Cumming trans., p. 7
Dialektik der Aufklärung [Dialectic of Enlightenment] (1944)

“All the light which is radiated… will, after it has traveled a distance r, lie on the surface of a sphere whose area S is given by the first of the formulae (3). And since the practical procedure… in determining d is equivalent to assuming that all this light lies on the surface of a Euclidean sphere of radius d, it follows…4 \pi d^2 = S = 4 \pi r^2 (1 - \frac{K r^2}{3} + …);whence, to our approximation 4)d = r (1- \frac{K r^2}{6} + …), or
r = d (1 + \frac{K d^2}{6} + …).</center”

Howard P. Robertson (1903–1961) American mathematician and physicist

Geometry as a Branch of Physics (1949)

“Although Cardan reduced his particular equations to forms lacking a term in x^2, it was Vieta who began with the general formx^3 + px^2 + qx + r = 0and made the substitution x = y -\frac{1}{3}p, thus reducing the equation to the formy^3 + 3by = 2c.He then made the substitutionz^3 + yz = b, or y = \frac{b - z^2}{z},which led to the formz^6 + 2cz^2 = b^2,a sextic which he solved as a quadratic.”

David Eugene Smith (1860–1944) American mathematician

Source: History of Mathematics (1925) Vol.2, p.465

“[T]he astronomical data give the number N of nebulae counted out to a given inferred "distance" d, and in order to determine the curvature… we must express N, or equivalently V, to which it is assumed proportional, in terms of d. …from the second of formulae (3) and… (4)… to the approximation here adopted, 5)V = \frac{4}{3} \pi d^2 (1 + \frac{3}{10} K d^2 + …);…plotting N against… d and comparing… with the formula (5), it should be possible operationally to determine the "curvature" K.”

Howard P. Robertson (1903–1961) American mathematician and physicist

Geometry as a Branch of Physics (1949)

“The Rule of Three, or Golden Rule of Arithmeticall whole Numbers. Be the three termes given 2 3 4. …To finde their fourth proporcionall Terme: that is to say, in such Reason to the third terme 4, as the second terme 3, is to the first terme 2 [Modern notation: \frac{x}{4} = \frac{3}{2}]. …Multiply the second terme 3, by the third terme 4, & giveth the product 12: which dividing by the first terme 2, giveth the Quotient 6: I say that 6 is the fourth proportional terme required.”

Simon Stevin (1548–1620) Flemish scientist, mathematician and military engineer

Disme: the Art of Tenths, Or, Decimall Arithmetike (1608)

“Capitalism cannot be reduced to one or a few features, but it does possess one relationship, central to its existence and operation, that constitutes the essence of inequality and ineradicable instability: the wage-labor-capital connection that dwells at the heart of the system.”

Herbert Schiller (1919–2000) American media critic

Source: Living In The Number One Country (2000), Chapter Five, Corporatizing Communication And Culture, p. 132

“I conclude by listing several main points of this essay:
1. Human capital is of great importance in the modern economy.
2. Human capital has become of much greater significance during the past two decades.
3. Human capital is crucial to the international division of labor.
4. Much unmeasured learning goes on in companies and by adults.
5. People need to invest in themselves during their whole lives.
6. Distance learning will become of crucial importance to the teaching and learning process.
7. Human capital stimulates technological innovations and the high-tech sector.”

Gary S. Becker (1930–2014) American economist

"The Age of Human Capital", in Edward P. Lazear, Education in the Twenty-First Century (2002)

“An income tax intended to reduce inequality and promote the diffusion of wealth has in practice fostered reinvestment of corporate earnings, thereby favoring the growth of large corporations, inhibiting the operation of the capital market, and discouraging the establishment of new enterprises.”

Milton Friedman (1912–2006) American economist, statistician, and writer

Source: (1962), Ch. 13 Conclusion, 2002 edition, p. 198

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Anthony Giddens13

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