“It is desirable that the practical views entertained by sanitary reformers should be kept widely distinct from any such theories, the character of which has been well drawn by Malthus”

— Robert Chambers (publisher, born 1802)

Source: Sanitary Economy (1850), p. 28-29
Context: It has been among the visions of some dreaming philosophers that human life is capable of almost indefinite extension. The great Condorcet was one of these. He thought that by the removal of the two causes of evil—poverty and superfluity—by destroying prejudices and superstitions, and by various other operations, which he considered the purification of mankind, but which other people would call their pollution, the approach of death would by degrees be farther and farther indefinitely protracted. It is desirable that the practical views entertained by sanitary reformers should be kept widely distinct from any such theories, the character of which has been well drawn by Malthus when he says—"... Though I may not be able in the present instance to mark the limit at which further improvement will stop I can very easily mention a point at which it will not arrive."

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Scottish publisher and writer 1802–1871

Robert E. Machol (1917–1998) American systems engineer

Source: Information and Decision Processes (1960), p. viii

“I cannot…perceive any ground for hoping that any practical good would, while the funding system exists in its present extent, result from the adoption of any of those projects, which have professed to have in view what is called Parliamentary Reform…when the funding system, from whatever cause, shall cease to operate upon civil and political liberty, there will be no need of projects for parliamentary reform. The parliament will, as far as shall be necessary, then reform itself.”

William Cobbett (1763–1835) English pamphleteer, farmer and journalist

Political Register (15 March 1806), quoted in Karl W. Schweizer and John W. Osborne, Cobbett and His Times (Leicester: Leicester University Press, 1990), p. 11.

“The following Treatise… has been endeavoured to make the theory of limits, or ultimate ratios… the sole foundation of the science, without any aid whatsoever from the theory of series, or algebraical expansions. I am not aware that any work exists in which this has been avowedly attempted, and I have been the more encouraged to make the trial from observing that the objections to the theory of limits have usually been founded either upon the difficulty of the notion itself, or its unalgebraical character, and seldom or never upon anything not to be defined or not to be received in the conception of a limit…”

Augustus De Morgan (1806–1871) British mathematician, philosopher and university teacher (1806-1871)

Advertisement, p.3
The Differential and Integral Calculus (1836)

“Science offers no alternative framework. The best it can offer is wealth in a wide sense of the term, that is to say, the satisfaction of a wide variety of desires. It cannot conceive of any means of achieving that escape from desires we call "contentment" otherwise than through the satisfaction of those desires; it has not yet learnt that there is no limit to the multiplication of desires, nor that, since different people's desires are often mutually incompatible, an indefinite multiplication of desires increases conflict as well as discontent.”

Walter James, 4th Baron Northbourne (1896–1982) British rower, agriculturalist and translater

Intellectual Freedom (1971)

“I have endeavoured… to present the principles and applications of Symbolical, in immediate sequence to those of Arithmetical, Algebra, and at the same time to preserve that strict logical order and simplicity of form and statement which is essential to an elementary work. This is a task of no ordinary difficulty, more particularly when the great generality of the language of Symbolical Algebra and the wide range of its applications are considered, and this difficulty has not been a little increased, in the present instance, by the wide departure of my own views of its principles from those which have been commonly entertained.”

George Peacock (1791–1858) Scottish mathematician

Vol. II: On Symbolical Algebra and its Applications to the Geometry of Position (1845) Preface, p. iii
A Treatise on Algebra (1842)

“It may be doubted whether any character can be named which is distinctive of a race and is constant.”

Charles Darwin book The Descent of Man, and Selection in Relation to Sex

volume I, chapter VII: "On the Races of Man", page 225 http://darwin-online.org.uk/content/frameset?pageseq=238&itemID=F937.1&viewtype=image <br class="br">The Descent of Man (1871)

“If the present volume will help towards the comprehension of the fundamental principles on which the science of thermodynamics rests, and also serve to bring home the importance of a knowledge of these principles in the suggestion and interpretation of experimental work, the purpose which has been kept in view during its preparation will have been amply fulfilled. In any case, it is hoped that neither the extreme view that thermodynamic principles alone suffice in the construction of a systematic physical or chemical science, nor the equally mistaken opinion that they are of little practical utility to the experimental worker, can fairly result from its study.”

J. R. Partington (1886–1965) British chemist

A Text-Book of Thermodynamics with Special Reference to Chemistry (1913)