Postulate Quotes (9)

But in the present century, thanks in good part to the influence of Hilbert, we have come to see that the unproved postulates with which we start are purely arbitrary. They must be consistent, they had better lead to something interesting.
In A History of Geometrical Methods (1940, reprint 2003), 423.
See also:  |  Arbitrary (4)  |  David Hilbert (9)  |  Influence (11)  |  Interesting (7)  |  Lead (8)

Detest it as lewd intercourse, it can deprive you of all your leisure, your health, your rest, and the whole happiness of your life.
Having himself spent a lifetime unsuccessfully trying to prove Euclid's postulate that parallel lines do not meet, Farkas discouraged his son János from any further attempt.
Letter (1820), to his son, János Bolyai. Translation as in Dirk Jan Struik, A concise history of mathematics (2nd Ed., 1948), 253.
See also:  |  Deprive (2)  |  Detest (2)  |  Euclid (19)  |  Happiness (26)  |  Health (62)  |  Leisure (3)  |  Life (169)  |  Parallel (5)  |  Rest (8)

For God's sake, please give it up. Fear it no less than the sensual passion, because it, too, may take up all your time and deprive you of your health, peace of mind and happiness in life.
Having himself spent a lifetime unsuccessfully trying to prove Euclid's postulate that parallel lines do not meet, Farkas discouraged his son János from any further attempt.
Letter (1820) to his son, János Bolyai. Translation as in Philip J. Davis and Reuben Hersh, The Mathematical Experience (1981), 220. In Bill Swainson, Encarta Book of Quotations (2000), 124.
See also:  |  Deprive (2)  |  Discouragement (3)  |  Discouragement (3)  |  Euclid (19)  |  Fear (25)  |  Happiness (26)  |  Health (62)  |  Mind (125)  |  Parallel (5)  |  Passion (9)  |  Peace (5)  |  Time (57)

If diphtheria is a disease caused by a microorganism, it is essential that three postulates be fulfilled. The fulfilment of these postulates is necessary in order to demonstrate strictly the parasitic nature of a disease:
1) The organism must be shown to be constantly present in characteristic form and arrangement in the diseased tissue.
2) The organism which, from its behaviour appears to be responsible for the disease, must be isolated and grown in pure culture.
3) The pure culture must be shown to induce the disease experimentally.
An early statement of Koch's postulates.
Mittheilungen aus den Kaiserliche Gesundheitsamt (1884) Vol. 2. Trans. T. D. Brock, Robert Koch: A Life in Medicine and Bacteriology (1988), 180.
See also:  |  Behaviour (11)  |  Culture (22)  |  Disease (117)  |  Experiment (218)  |  Isolation (6)  |  Microorganism (17)  |  Parasite (14)  |  Tissue (6)

It hath been an old remark, that Geometry is an excellent Logic. And it must be owned that when the definitions are clear; when the postulata cannot be refused, nor the axioms denied; when from the distinct contemplation and comparison of figures, their properties are derived, by a perpetual well-connected chain of consequences, the objects being still kept in view, and the attention ever fixed upon them; there is acquired a habit of reasoning, close and exact and methodical; which habit strengthens and sharpens the mind, and being transferred to other subjects is of general use in the inquiry after truth.
'The Analyst', in The Works of George Berkeley (1898), Vol. 3, 10.
See also:  |  Axiom (9)  |  Consequence (12)  |  Definition (32)  |  Deny (3)  |  Exact (4)  |  Excellent (2)  |  Geometry (38)  |  Habit (16)  |  Logic (69)  |  Mind (125)  |  Reasoning (27)  |  Refuse (2)  |  Sharpen (3)  |  Truth (247)  |  Value of Mathematics (2)

It would be foolish to give credit to Euclid for pangeometrical conceptions; the idea of geometry deifferent from the common-sense one never occurred to his mind. Yet, when he stated the fifth postulate, he stood at the parting of the ways. His subconscious prescience is astounding. There is nothing comperable to it in the whole history of science.
Ancient Science And Modern Civilization (1954, 1959), 28. In George Edward Martin, The Foundations of Geometry and the Non-Euclidean Plane (1982), 130.
See also:  |  Common Sense (18)  |  Conception (6)  |  Euclid (19)

Now that we locate them [genes] in the chromosomes are we justified in regarding them as material units; as chemical bodies of a higher order than molecules? Frankly, these are questions with which the working geneticist has not much concern himself, except now and then to speculate as to the nature of the postulated elements. There is no consensus of opinion amongst geneticists as to what the genes are—whether they are real or purely fictitious—because at the level at which the genetic experiments lie, it does not make the slightest difference whether the gene is a hypothetical unit, or whether the gene is a material particle. In either case the unit is associated with a specific chromosome, and can be localized there by purely genetic analysis. Hence, if the gene is a material unit, it is a piece of chromosome; if it is a fictitious unit, it must be referred to a definite location in a chromosome—the same place as on the other hypothesis. Therefore, it makes no difference in the actual work in genetics which point of view is taken. Between the characters that are used by the geneticist and the genes that his theory postulates lies the whole field of embryonic development.
'The Relation of Genetics to Physiology and Medicine', Nobel Lecture (4 Jun 1934). In Nobel Lectures, Physiology or Medicine 1922-1941 (1965), 315.
See also:  |  Chromosome (9)  |  Embryo (9)  |  Experiment (218)  |  Gene (38)  |  Geneticist (4)  |  Hypothesis (96)  |  Molecule (42)  |  Opinion (40)  |  Speculation (21)  |  Theory (192)

The scientific attitude implies&mash;the postulate of objectivity—that is to say, the fundamental postulate that there is no plan; that there is no intention in the universe.
Quoted in Geraldine O. Browning (ed). Et al.,Teilhard de Chardin: in Quest of the Perfection of Man (1972), 119.
See also:  |  Objectivity (3)

The velocity of light is one of the most important of the fundamental constants of Nature. Its measurement by Foucault and Fizeau gave as the result a speed greater in air than in water, thus deciding in favor of the undulatory and against the corpuscular theory. Again, the comparison of the electrostatic and the electromagnetic units gives as an experimental result a value remarkably close to the velocity of light–a result which justified Maxwell in concluding that light is the propagation of an electromagnetic disturbance. Finally, the principle of relativity gives the velocity of light a still greater importance, since one of its fundamental postulates is the constancy of this velocity under all possible conditions.
Studies in Optics (1927), 120.
See also:  |  Air (31)  |  Conclusion (28)  |  Condition (16)  |  Corpuscle (3)  |  Experiment (218)  |  Jean-Bernard-Léon Foucault (3)  |  Fundamental (10)  |  Importance (18)  |  James Clerk Maxwell (59)  |  Measurement (68)  |  Principle (35)  |  Propagation (2)  |  Relativity (22)  |  Result (33)  |  Speed Of Light (5)  |  Theory (192)  |  Unit (8)  |  Water (36)  |  Wave (16)

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