Source: The Naked Civil Servant (1968), Ch. 27
“There is only one tactical principle which is not subject to change. It is to use the means at hand to inflict the maximum amount of wound, death, and destruction on the enemy in the minimum amount of time.”
As quoted in Liberalism is a Mental Disorder : Savage Solutions (2005) by Michael Savage, Ch. 1 : More Patton, Less Patent Leather, p. 4
Help us to complete the source, original and additional information
Do you have more details about the quote "There is only one tactical principle which is not subject to change. It is to use the means at hand to inflict the maxi…" by George S. Patton?
George S. Patton 77
United States Army general 1885–1945Related quotes
“Only geometry can hand us the thread [which will lead us through] the labyrinth of the continuum’s composition, the maximum and the minimum, the infinitesimal and the infinite; and no one will arrive at a truly solid metaphysic except he who has passed through this [labyrinth].”
Nam filum labyrintho de compositione continui deque maximo et minimo ac indesignabili at que infinito non nisi geometria praebere potest, ad metaphysicam vero solidam nemo veniet, nisi qui illac transiverit.
Gottfried Leibniz
(1646–1716) German mathematician and philosopher
Dissertatio Exoterica De Statu Praesenti et Incrementis Novissimis Deque Usu Geometriae (Spring 1676)
Source: Leibniz, Leibnizens Mathematische Schriften, Herausgegeben Von C.I. Gerhardt. Bd. 1-7. 1850-1863. Halle. The quotation is found in vol. 7. on page 326 in ”Dissertatio Exoterica De Statu Praesenti et Incrementis Novissimis Deque Usu Geometriae”. Link https://archive.org/stream/leibnizensmathe12leibgoog
Source: Geometry and Monadology: Leibniz's Analysis Situs and Philosophy of Space by Vincenzo de Risi. Page 123. Link https://books.google.no/books?id=2ptGkzsKyOQC&lpg=PA123&ots=qz2aKxAYtp&dq=Dissertatio%20Exoterica%20De%20Statu%20Praesenti%20et%20Incrementis%20Novissimis%20Deque%20Usu%20Geometriae%E2%80%9D&hl=no&pg=PA123#v=onepage&q&f=false
Eliezer Yudkowsky
(1979) American blogger, writer, and artificial intelligence researcher
Promoting "Crocker's Rules" at SL4 (c. 2000) http://www.sl4.org/crocker.html
Context: Declaring yourself to be operating by "Crocker's Rules" means that other people are allowed to optimize their messages for information, not for being nice to you. Crocker's Rules means that you have accepted full responsibility for the operation of your own mind — if you're offended, it's your fault. Anyone is allowed to call you a moron and claim to be doing you a favor. (Which, in point of fact, they would be. One of the big problems with this culture is that everyone's afraid to tell you you're wrong, or they think they have to dance around it.) Two people using Crocker's Rules should be able to communicate all relevant information in the minimum amount of time, without paraphrasing or social formatting. Obviously, don't declare yourself to be operating by Crocker's Rules unless you have that kind of mental discipline.
Note that Crocker's Rules does not mean you can insult people; it means that other people don't have to worry about whether they are insulting you. Crocker's Rules are a discipline, not a privilege. Furthermore, taking advantage of Crocker's Rules does not imply reciprocity. How could it? Crocker's Rules are something you do for yourself, to maximize information received — not something you grit your teeth over and do as a favor.
Kirby Page
(1890–1957) American clergyman
The Personality of Jesus (1932)
Context: None of the three ways of dealing with social injustice can entirely prevent or remove human suffering. Resistance by violence tends to increase and intensify suffering; inaction or failure to exert effective restraint perpetuates the misery of the victims of crime or exploitation; non-violent coercion likewise often results in suffering. The policy of wisdom is to use that method which involves a minimum of suffering, and which offers a maximum of redemption.
Nathanael Greene
(1742–1786) American general in the American Revolutionary War
Letter to George Washington (August 1778)
“Nothing takes place in the world whose meaning is not that of some maximum or minimum.”
Leonhard Euler
(1707–1783) Swiss mathematician