Sartre: Das Objekt

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„So ist jedes Objekt keineswegs, wie für Kant, durch eine bloße Beziehung zum Subjekt konstituiert, sondern er­scheint in meiner konkreten Erfahrung als polyvalent, es bietet sich von Anfang an als mit Bezugssystemen zu einer unbegrenzten Pluralität von Bewußtseinen ausgestattet dar“. (p. 425f.) #Sartre #Objekt #Subjekt #Bezugssysteme #Bewußtsein

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Sartre, Jean-Paul, Das Sein und das Nichts. Versuch einer phänomenologischen Ontologie; herausgegeben von Traugott König. Reinbek bei Hamburg: Rowohlt 1991. 1160 S., ISBN 3 498 06262 x.

Bühlmann: Communication

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„A physics of mathematical communication challenges philosophy to welcome the concept of ‚mass‘ as a third in the fundamental order of physics, next to those of space and time.“ (p. 5) #Bühlmann #communication #mass #space #time

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Bühlmann, Vera, Mathematics and Information in the Philosophy of Michel Serres (Michel Serres and Material Futures); herausgegeben von David Webb und Joanna Hodge. London: Bloomsbury Academic 2020. 238 S., ISBN 978-1-350-01976-8.

Mandelbrot: Mathematics

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„A contribution to mathematics and/or science does not consist of a picture, but rather of a picture combined with a description. Without words and formulas, a picture can, at best, be praised for artistic quality. Without an interest in pictures and other aspects of ‚reality,‘ pictures can play no role whatsoever.“ (p. 26) #Mandelbrot #mathematics #picture

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Mandelbrot, Benoît B., Fractals and Chaos. The Mandelbrot Set and Beyond. New York: Springer 2004, ISBN 978-1-4419-1897-0.

Rousseau: Allgemeinwille

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„Jeder kann als Mensch einen eigenen Willen haben, der mit oder gegen den Allgemeinwillen läuft, den er als Staatsbürger hat. Sein Partikularinteresse kann ihn ganz anders fordern als das Gemeininteresse.“ (p. 77) #Rousseau #Allgemeinwille #Staatsbürger #Partikularinteresse

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Rousseau, Jean-Jacques, Vom Gesellschaftsvertrag oder Prinzipien des Staatsrechtes, in: Politische Schriften; Bd. 1. Paderborn: Ferdinand Schöningh 1977, 59–208.

Vuillemin: La Géométrie de Descartes

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„Toute la Géométrie de Descartes est destinée à résoudre par une méthode nouvelle, analytique et non plus synthétique“. (p. 99) #Vuillemin #Descartes #méthode

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Vuillemin, Jules, Mathématiques et métaphysique chez Descartes. Paris: PUF 21987.