Quotes about proposition
page 2

John McCain photo
George Klir photo
Thomas Little Heath photo
Alain de Botton photo
John Marshall photo
Thomas Little Heath photo
Leo Tolstoy photo
William Trufant Foster photo
Thomas Jefferson photo
Aristarchus of Samos photo

“Proposition 15. The diameter of the sun has, to the diameter of the earth a ratio greater than that which 19 has to 3, but less than that which 43 has to 6.”

Aristarchus of Samos ancient Greek astronomer and mathematician

p, 125
On the Sizes and Distances of the Sun and the Moon (c. 250 BC)
Variant: Proposition 10. The sun has to the moon a ratio greater than that which 5832 has to 1, but less than that which 8000 has to 1.

Baruch Spinoza photo

“In 1663 Spinoza published the only work to which he ever set his name… He had prepared a summary of the second part of Descartes' 'Principles of Philosophy' for the use of a pupil… Certain of Spinoza's friends became curious about this manual and desired him to treat the first part of Descartes' work also in the same manner. This was done within a fortnight and Spinoza was then urged to publish the book, which he readily agreed to do upon condition that one of his friends would revise the language and write a preface explaining that the author did not agree with all the Cartesian doctrine… The contents… [included] an appendix of 'Metaphysical Reflections,' professedly written from a Cartesian point of view, but often giving significant hints of the author's real divergence from Descartes….'On this opportunity,' he writes to Oldenburg, 'we may find some persons holding the highest places in my country… who will be anxious to see those other writings which I acknowledge for my own, and will therefore take such order that I can give them to the world without danger of any inconvenience. If it so happens, I doubt not that I shall soon publish something; if not, I will rather hold my peace than thrust my opinions upon men against the will of my country and make enemies of them.'… The book on Descartes excited considerable attention and interest, but the untoward course of public events in succeeding years was unfavourable to a liberal policy, and deprived Spinoza of the support for which he had looked….
If Spinoza had ever been a disciple of Descartes, he had completely ceased to be so… He did not suppose the geometrical form of statement and argument to be an infallible method of arriving at philosophical truth; for in this work he made use of it to set forth opinions with which he himself did not agree, and proofs with which he was not satisfied. We do not know to what extent Spinoza's manual was accepted or taken into use by Cartesians, but its accuracy as an exposition of Descartes is beyond question. One of the many perverse criticisms made on Spinoza by modern writers is that he did not understand the fundamental proposition cogito ergo sum. In fact he gives precisely the same explanation of it that is given by Descartes himself in the Meditations.”

Baruch Spinoza (1632–1677) Dutch philosopher

p, 125
Spinoza: His Life and Philosophy (1880)

Steve Ballmer photo
Isaac Watts photo

“Maintain a constant watch at all times against a dogmatical spirit: fix not your assent to any proposition in a firm and unalterable manner, till you have some firm and unalterable ground for it, and till you have arrived at some clear and sure evidence.”

Isaac Watts (1674–1748) English hymnwriter, theologian and logician

(1741), Ch. I, General Rules for the Improvement of Knowlege, Rule X "Avoid a dogmatical spirit".
1720s, The Improvement of the Mind (1727)

Enoch Powell photo
Carl Friedrich Gauss photo

“I confess that Fermat's Theorem as an isolated proposition has very little interest for me, because I could easily lay down a multitude of such propositions, which one could neither prove nor dispose of.”

Carl Friedrich Gauss (1777–1855) German mathematician and physical scientist

A reply to Olbers' 1816 attempt to entice him to work on Fermat's Theorem. As quoted in The World of Mathematics (1956) Edited by J. R. Newman

Steve Keen photo

“There are numerous theorems in economics that rely upon mathematically fallacious propositions.”

Steve Keen (1953) Australian economist

Source: Debunking Economics - The Naked Emperor Of The Social Sciences (2001), Chapter 12, Don't Shoot Me, I'm Only The Piano, p. 259

“A theorem is a proposition which is a strict logical consequence of certain definitions and other propositions”

Anatol Rapoport (1911–2007) Russian-born American mathematical psychologist

Anatol Rapoport. " Various meanings of “theory”." http://www.acsu.buffalo.edu/~fczagare/PSC%20504/Rapoport%20(1958).pdf American Political Science Review 52.04 (1958): 972-988.
1950s

Christiaan Huygens photo
John Napier photo

“Let us never underestimate the motivational force that the belief in Scripture’s divine proximity has upon exegetes. They open the book having already invested their faith in the proposition that it is underwritten by God.”

Jacques Berlinerblau (1966) Associate Professor, Director of the Program for Jewish Civilization, Edmund A. Walsh School of Foreign Service,…

Source: The Secular Bible: Why Nonbelievers Must Take Religion Seriously (2005), p. 67

Franklin D. Roosevelt photo
Joseph Kosuth photo
Max Horkheimer photo
Henry Brougham, 1st Baron Brougham and Vaux photo
John Bright photo
Adam Schaff photo
Ilana Mercer photo
Alfred Binet photo
Jack Layton photo

“I've always favoured proposition over opposition. But we will oppose the government when it's off track. We'll support positive suggestions that we'll bring forward and support the government when it's making progress.”

Jack Layton (1950–2011) Leader of the New Democratic Party of Canada

" 2011 Election Night Victory Speech http://www.citytv.com/toronto/citynews/topic/cityvote2011/article/128732--layton-s-challenge-to-form-constructive-opposition-in-polarized-parliament." May 2, 2011

Henry St John, 1st Viscount Bolingbroke photo

“The second proposition admits and encourages the very practice we censure so justly, for which the saint [ Augustine of Hippo ] was so famous, and by which he contributed so much to promote contentions in his own days, and to perpetuate them to ours. The practice of deducing doctrines from the scriptures that are not evidently contained in them… Who does not see that the direct tendency of this practice is exactly the same as the event has proved it to be? It composes and propagates a religion, seemingly under the authority of God, but really under that of man. The principles of revelation are lost in theology, or disfigured by it: and whilst some men are impudent enough to pretend, others are silly enough to believe, that they adhere to the gospel, and maintain the cause of God against infidels and heretics, when they do nothing better, nor more, than espouse the conceits of men, whom enthusiasm, or the ambition of forming sects, or of making a great figure in them, has inspired. If you ask now what the practice of the christian fathers, and of other divines, should have been, in order to preserve the purity of faith, and to promote peace and charity, the answer is obvious… They should have adhered to the word of God: they should have paid no regard to heathen philosophy, jewish cabala, the sallies of enthusiasm, or the refinements of human ingenuity: they should have embraced, and held fast the articles of faith and doctrine, that were delivered in plain terms, or in unequivocal figures: they should not have been dogmatical where the sense was doubtful, nor have presumed even to guess where the Holy Ghost left the veil of mystery undrawn.”

Henry St John, 1st Viscount Bolingbroke (1678–1751) English politician and Viscount

Lord Bolingbroke's Philosophical Works http://books.google.com/books?id=E6ATAAAAQAAJ (1754) Vol.III, Essay IV, Sect XVI

Peter L. Berger photo
L. E. J. Brouwer photo
Vladimir Lenin photo
Richard von Mises photo

“Equally possible cases do not always exist, e. g, they are not present in the game with a biased die, or in life insurance. Strictly speaking, the propositions of the classical theory are therefore no applicable to these cases.”

Richard von Mises (1883–1953) Austrian physicist and mathematician

Third Lecture, Critical Discussion of the Foundations of Probability, p. 80
Probability, Statistics And Truth - Second Revised English Edition - (1957)

Edward Bellamy photo
Aristarchus of Samos photo

“Proposition 4. The circle which divides the dark and the bright portions in the moon is not perceptibly different from a great circle in the moon.”

Aristarchus of Samos ancient Greek astronomer and mathematician

p, 125
On the Sizes and Distances of the Sun and the Moon (c. 250 BC)

A.W. Bickerton photo
Harry V. Jaffa photo

“The great difficulty in forming legitimate governments is in persuading those forming the governments that those who are to be their fellow citizens are equal to them in the rights, which their common government is to protect. Catholics and Protestants in sixteenth-century Europe looked upon each other as less than human, and slaughtered each other without pity and without compunction. It was impossible for there to be a common citizenship of those who did not look upon each other as possessing the same right of conscience. How one ought to worship God cannot be settled by majority rule. A majority of one faith cannot ask a minority of another faith to submit their differences to a vote. George Washington, in 1793, said that our governments were not formed in the gloomy ages of ignorance and superstition, but at a time when the rights of man were better understood than in any previous age. Washington was right, in that such rights were, in the latter part of the eighteenth century, in America, better understood. But they were not perfectly understood, as the continued existence of chattel slavery attests. A difference concerning the equal rights of persons of color made the continued existence of a common government of all Americans impossible. A great civil war had to be fought, ending the existence of slavery, reuniting the nation and rededicating it to the proposition that all men are created equal.”

Harry V. Jaffa (1918–2015) American historian and collegiate professor

2000s, The Central Idea (2006)

Rajiv Malhotra photo
Peter Weiss photo

“An internal combustion engine is 'clearly' a system; we subscribe to this opinion because we know that the engine was designed precisely to be a system. It is, however, possible to envisage that someone (a Martian perhaps) totally devoid of engineering knowledge might at first regard the engine as a random collection of objects. If this someone is to draw the conclusion that the collection is coherent, forming a system, it will be necessary to begin by inspecting the relationships of the entities comprising the collection to each other. In declaring that a collection ought to be called a system, that is to say, we acknowledge relatedness. But everything is related to everything else. The philosopher Hegel enunciated a proposition called the Axiom of Internal Relations. This states that the relations by which terms are related are an integral part of the terms they relate. So the notion we have of any thing is enriched by the general connotation of the term which names it; and this connotation describes the relationship of the thing to other things… [There are three stages in the recognition of a system]… we acknowledge particular relationships which are obtrusive: this turns a mere collection into something that may be called an assemblage. Secondly, we detect a pattern in the set of relationships concerned: this turns an assemblage into a systematically arranged assemblage. Thirdly, we perceive a purpose served by this arrangement: and there is a system.”

Anthony Stafford Beer (1926–2002) British theorist, consultant, and professor

Source: Decision and control: the meaning of operational research and management cybernetics, 1966, p. 242.

John Napier photo

“32 Proposition. Gog is the Pope, and Magog is the Turkes and Mahometanes.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

William Trufant Foster photo
John Napier photo

“23 Proposition. The Whoore, who in the Revelation is Stiled Spirituall Babylon, is not reallie Babylon, but the verie present Citie of Rome.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

William J. Brennan photo
Thomas Little Heath photo
James Gleick photo

“Chaotic theory is mathematically based on non-linear propositions, "meaning that they expressed relationships that were not strictly proportional. Linear relationships can be captured with a straight line on a graph"”

Source: Chaos: Making a New Science, 1987, p. 23 as cited in John A. Rush (1996), Clinical Anthropology: An Application of Anthropological Concepts, p. 75

Calvin Coolidge photo
Alfred Marshall photo
Joyce Carol Oates photo
John Theophilus Desaguliers photo
Walter Lippmann photo
John Napier photo

“11 Proposition. The Seven Thunders, whose voices are commanded to bee sealed, and not written (cap.10.4.) are the Seven Angels, specified cap.14. vers. 6.8.9.14.15.17.18.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

David Lloyd George photo

“I lay down as a proposition that most of the people who work hard for a living in the country belong to the Liberal Party. I would say, and I think, without offence, that most of the people who never worked for a living at all belong to the Tory Party.”

David Lloyd George (1863–1945) Former Prime Minister of the United Kingdom

Speech in Newcastle (9 October 1909), quoted in Better Times: Speeches by the Right Hon. D. Lloyd George, M.P., Chancellor of the Exchequer (London: Hodder & Stoughton, 1910), p. 160.
Chancellor of the Exchequer

Charles Krauthammer photo

“Longevity for a columnist is a simple proposition: once you start, you don't stop. You do it until you die, or can no longer put a sentence together. It has always been my intention to die at my desk, although my most cherished ambition is to outlive the estate tax.”

Charles Krauthammer (1950–2018) American journalist

Column, 18 December 2009, An anniversary of sorts http://www.jewishworldreview.com/cols/krauthammer121809.php3#.WzW2c8KWyUk at jewishworldreview.com.
2000s, 2009

John Napier photo

“35 Proposition. The Devils bondage a thousand yeares (cap. 20) is no waies els, but from stirring up of universall warres among nations.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

Charles Lyell photo
Susan Faludi photo
Frances Kellor photo

“A first proposition, therefore, in Americanization is to find a way to satisfy the creative instinct in men and their sense of home, by giving them and their native-born sons the widest possible knowledge of America, including a pictorial geography, a simple history of the United States, the stories of successful Americans including those of foreign-born origin; a knowledge of American literature, of our political ideals and institutions, and of oiy: free educational opportunities. A systematic effort should be made to give them a land interest and a home stake and to get them close to the soil, not alone in the day's work but also in their cultural life. The men most likely to desert America at the close of the war will be workers with job stakes and wage rates, and not those with a home stake and investments. I would carry this campaign of information into every foreign language publication, every newspaper, every shop, and every racial center in America. The land interpreter of the future will be the government, and Franklin K. Lane, Secretary of the Interior, has foreseen this in his appeal for the use of the land for the rehabilitation of men returning from the front. It is the land that will make the life of the maimed livable and will connect the past with the future. This will not be achieved by forced "back-to-the-land movements" and colonization. Each individual American who interprets the beauty of America and its meaning, and who, wherever he can, personally puts the foreign-born in touch with the soil and helps him to a plot of ground which he can call his own, is doing effective Americanization. Loyalty and efficiency are inherent in this land sense, and they are the strength of a nation.”

Frances Kellor (1873–1952) American sociologist

What is Americanization? (1919)

Henry John Stephen Smith photo

“If we except the great name of Newton (and the exception is one that the great Gauss himself would have been delighted to make) it is probable that no mathematician of any age or country has ever surpassed Gauss in the combination of an abundant fertility of invention with an absolute vigorousness in demonstration, which the ancient Greeks themselves might have envied. It may be admitted, without any disparagement to the eminence of such great mathematicians as Euler and Cauchy that they were so overwhelmed with the exuberant wealth of their own creations, and so fascinated by the interest attaching to the results at which they arrived, that they did not greatly care to expend their time in arranging their ideas in a strictly logical order, or even in establishing by irrefragable proof propositions which they instinctively felt, and could almost see to be true. With Gauss the case was otherwise. It may seem paradoxical, but it is probably nevertheless true that it is precisely the effort after a logical perfection of form which has rendered the writings of Gauss open to the charge of obscurity and unnecessary difficulty. The fact is that there is neither obscurity nor difficulty in his writings, as long as we read them in the submissive spirit in which an intelligent schoolboy is made to read his Euclid. Every assertion that is made is fully proved, and the assertions succeed one another in a perfectly just analogical order… But when we have finished the perusal, we soon begin to feel that our work is but begun, that we are still standing on the threshold of the temple, and that there is a secret which lies behind the veil and is as yet concealed from us. No vestige appears of the process by which the result itself was obtained, perhaps not even a trace of the considerations which suggested the successive steps of the demonstration. Gauss says more than once that for brevity, he gives only the synthesis, and suppresses the analysis of his propositions. Pauca sed matura—few but well matured… If, on the other hand, we turn to a memoir of Euler's, there is a sort of free and luxuriant gracefulness about the whole performance, which tells of the quiet pleasure which Euler must have taken in each step of his work; but we are conscious nevertheless that we are at an immense distance from the severe grandeur of design which is characteristic of all Gauss's greater efforts.”

Henry John Stephen Smith (1826–1883) mathematician

As quoted by Alexander Macfarlane, Lectures on Ten British Physicists of the Nineteenth Century (1916) p. 95, https://books.google.com/books?id=43SBAAAAIAAJ&pg=PA95 "Henry John Stephen Smith (1826-1883) A Lecture delivered March 15, 1902"

Joseph Priestley photo

“We more easily give our assent to any proposition when the person who contends for it appears, by his manner of delivering himself, to have a perfect knowledge of the subject of it.”

Joseph Priestley (1733–1804) English theologian, chemist, educator, and political theorist

A Course of Lectures on Oratory and Criticism (1777), Part III, Lecture XVI, p. 116

Wendell Berry photo
Jerry Coyne photo
William John Macquorn Rankine photo
Charles Krauthammer photo
Isaac Barrow photo
Isaac Watts photo
Morris Raphael Cohen photo
Kenneth Arrow photo

“I am old-fashioned enough to retain David Hume’s view that one can never derive “ought” propositions from “is” propositions. The two issues, method and value, are distinct.”

Kenneth Arrow (1921–2017) American economist

Kenneth Arrow, "Methodological Individualism and Social Knowledge", American Economic Review (1994)
1970s-1980s

Alfred Binet photo
John Napier photo

“20 Proposition. Gods Temple, although in heaven, is also taken for his holy Church among his heavenly Elect upon the earth, and metonymicè for the whole contents thereof.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

John Napier photo

“8 Proposition. The first Seal beginneth to be opened in Anno Christi 29. compleat.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

Aristarchus of Samos photo

“Proposition 3. The circle in the moon which divides the dark and the bright portions is least when the cone comprehending both the sun and the moon has its vertex at our eye.”

Aristarchus of Samos ancient Greek astronomer and mathematician

p, 125
On the Sizes and Distances of the Sun and the Moon (c. 250 BC)

Cesar Chavez photo
Charles de Gaulle photo

“The cabinet has no propositions to make, but orders to give.”

Charles de Gaulle (1890–1970) eighteenth President of the French Republic

Le gouvernement n'a pas de propositions à faire, mais des ordres à donner.
in Mémoires de guerre. (Secretary of State De Gaulle so replied, in early June 1940, to Admiral Darlan, whom he was asking to transfer what was left of the French army to North Africa)
Writings

Chelsea Manning photo
André Maurois photo
John Napier photo

“26 Proposition. The Pope is that only Antichrist, prophecied of, in particular.”

John Napier (1550–1617) Scottish mathematician

A Plaine Discovery of the Whole Revelation of St. John (1593), The First and Introductory Treatise

Adam Smith photo
C. D. Broad photo
Robert A. Heinlein photo
George Boole photo
Antonio Negri photo
Vernon L. Smith photo
Herbert Marcuse photo