“The most elementary form of rebellion, paradoxically, expresses an aspiration for order.”

—  Albert Camus , book The Rebel

Part 2: Metaphysical Rebellion
The Rebel (1951)

Adopted from Wikiquote. Last update June 3, 2021. History

Help us to complete the source, original and additional information

Do you have more details about the quote "The most elementary form of rebellion, paradoxically, expresses an aspiration for order." by Albert Camus?
Albert Camus photo
Albert Camus 209
French author and journalist 1913–1960

Related quotes

Kenneth Arrow photo

“As is by now well known, attempts to form social judgments by aggregating individual expressed preferences always lead to the possibility of paradox.”

Kenneth Arrow (1921–2017) American economist

Source: 1970s-1980s, The Limits Of Organization (1974), Chapter 1, Rationality: Individual And Social, p. 25

Joss Whedon photo

“The greatest expression of rebellion is joy.”

Joss Whedon (1964) American director, writer, and producer for television and film

Acceptance speech for Dr. Horrible's Sing-Along Blog at the Creative Art Emmys

Karl Wilhelm Friedrich Schlegel photo

“Irony is a form of paradox. Paradox is what is good and great at the same time.”

Karl Wilhelm Friedrich Schlegel (1772–1829) German poet, critic and scholar

Aphorism 48, as translated in Dialogue on Poetry and Literary Aphorisms (1968), p. 151

Karel Appel photo

“Something appears midway between order and chaos, these forms, these expressions occupy a middle position.”

Karel Appel (1921–2006) Dutch painter, sculptor, and poet

1973 - from CF,35; p. 67
Karel Appel, a gesture of colour' (1992/2009)

David Lloyd George photo

“We ought not to stint anything that is necessary in order to crush the rebellion.”

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

Letter to Bonar Law (10 May 1920), quoted in D. G. Boyce, 'How to Settle the Irish Question: Lloyd George and Ireland 1916–21', in A. J. P. Taylor (ed.), Lloyd George: Twelve Essays (1971), pp. 150-151
Prime Minister

Haile Selassie photo

“The Charter of the United Nations expresses the noblest aspirations of man”

Haile Selassie (1892–1975) Emperor of Ethiopia

Address to the United Nations (1963)
Context: The Charter of the United Nations expresses the noblest aspirations of man: abjugation of force in the settlement of disputes between states; the assurance of human rights and fundamental freedoms for all without distinction as to race, sex, language or religion; the safeguarding of international peace and security.
But these, too, as were the phrases of the Covenant, are only words; their value depends wholly on our will to observe and honour them and give them content and meaning. The preservation of peace and the guaranteeing of man's basic freedoms and rights require courage and eternal vigilance: courage to speak and act — and if necessary, to suffer and die — for truth and justice; eternal vigilance, that the least transgression of international morality shall not go undetected and unremedied.
These lessons must be learned anew by each succeeding generation, and that generation is fortunate indeed which learns from other than its own bitter experience. This Organization and each of its members bear a crushing and awesome responsibility: to absorb the wisdom of history and to apply it to the problems of the present, in order that future generations may be born, and live, and die, in peace.

Werner Heisenberg photo

“In modern quantum theory there can be no doubt that the elementary particles will finally also be mathematical forms”

Werner Heisenberg (1901–1976) German theoretical physicist

Physics and Philosophy (1958)
Context: But the resemblance of the modern views to those of Plato and the Pythagoreans can be carried somewhat further. The elementary particles in Plato's Timaeus are finally not substance but mathematical forms. "All things are numbers" is a sentence attributed to Pythagoras. The only mathematical forms available at that time were such geometric forms as the regular solids or the triangles which form their surface. In modern quantum theory there can be no doubt that the elementary particles will finally also be mathematical forms but of a much more complicated nature.

Werner Heisenberg photo

“Therefore, the mathematical forms that represent the elementary particles will be solutions of some eternal law of motion for matter.”

Werner Heisenberg (1901–1976) German theoretical physicist

Physics and Philosophy (1958)
Context: The equation of motion holds at all times, it is in this sense eternal, whereas the geometrical forms, like the orbits, are changing. Therefore, the mathematical forms that represent the elementary particles will be solutions of some eternal law of motion for matter. Actually this is a problem which has not yet been solved.<!-- p. 72

Related topics