“Owners are the shareholders, living outside the process of production, idling in distant countryhouse and maybe gambling at the exchange. A shareholder has no direct connection with the work. His property does not consist in tools of him to work; with his property consists simply in pieces of paper, in shares of enterprises of which he does not even know the hereabouts. His function in society is that of a parasite. His ownership does not mean that he commands and directs the machines; this is the sole right of the director. It means only that he may claim a certain amount of money without having to work for it. The property in hand, his shares, are certificates showing his right - guaranteed by law and government, by courts and police - to participate in the profits; titles of companionship in that large Society for Exploitation of the World, that is capitalism.”
Source: Workers Councils (1947), Chapter One, The Task, Section 1.2
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Antonie Pannekoek 17
Dutch astronomer and Marxist theorist 1873–1960Related quotes

Fryderyk Skarbek (1828), cited in: Karl Marx. Human Requirements and Division of Labour https://www.marxists.org/archive/marx/works/1844/manuscripts/needs.htm, Manuscript, 1844.

Country Living and Country Thinking, Preface, reported in Bartlett's Familiar Quotations, 10th ed. (1919).
Robert Machol in: " Now it is to be cited or perish http://books.google.com/books?id=wHphHUhDk7wC&pg=PA491." New Scientist. Vol. 67, nr. 964. August 28, 1974. p. 491

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Source: 1840s, Two Ethical-Religious Minor Essays (1849), P. 108
A Treatise on Isoperimetrical Problems, and the Calculus of Variations (1810)
Context: There is another point... and that is the method of demonstration by geometrical figures. In the first solution of Isoperimetrical problems, the Bernoullis use diagrams and their properties. Euler, in his early essays, does the same; then, as he improves the calculus he gets rid of constructions. In his Treatise [footnote: Methodus inveniendi, &c. ], he introduces geometrical figures, but almost entirely, for the purpose of illustration: and finally, in the tenth volume of the Novi Comm. Petrop. as Lagrange had done in the Miscellanea Taurinensea, he expounds the calculus, in its most refined state, entirely without the aid of diagrams and their properties. A similar history will belong to every other method of calculation, that has been advanced to any degree of perfection. <!--Preface p. vii-viii