
The geometric point has, therefore, been given its material form, in the first instance, in writing. It belongs to language and signifies silence.
1920 - 1930, Point and line to plane, 1926
1920 - 1930, Point and line to plane, 1926
The geometric point has, therefore, been given its material form, in the first instance, in writing. It belongs to language and signifies silence.
1920 - 1930, Point and line to plane, 1926
The Construction of the Wonderful Canon of Logarithms (1889)
Vier Bücher von menschlicher Proportion (1528).
Leon M. Lederman, p.103 The God Particle: If the Universe is the Answer, what is the Question? (1993) https://books.google.hr/books?id=-v84Bp-LNNIC
Context: The phrase "ahead of his time" is overused. I'm going to use it anyway. I'm not referring to Galileo or Newton. Both were definitely right on time, neither late or early. Gravity, experimentation, measurement, mathematical proofs … all these things were in the air. Galileo, Kepler, Brahe, and Newton were accepted - heralded! - in their own time, because they came up with ideas that scientific community was ready to accept. Not everyone is so fortunate. Roger Jospeh Boscovich … speculated that this classical law must break down altogether at the atomic scale, where the forces of attraction are replaced by an oscillation between attractive and repulsive forces. An amazing thought for a scientist in the eighteenth century. Boscovich also struggled with the old action-at-a-distance problem. Being a geometer more than anything else, he came up with the idea of "fields of force" to explain how forces exert control over objects at a distance. But wait, there's more! Boscovich had this other idea, one that was real crazy for the eighteenth century (or perhaps any century). Matter is composed of invisible, indivisible a-toms, he said. Nothing particularly new there. Leucippus, Democritus, Galileo, Newton, and other would have agreed with him. Here's the good part: Boscovich said these particles had no size; that is, they were geometrical points … a point is just a place; it has no dimensions. And here's Boscovich putting forth the proposition that matter is composed of particles that have no dimensions! We found a particle just a couple of decades ago that fits a description. It's called a quark.
Quote in Kandinsky's letter to Arnold Schönberg, 18 Jan. 1911; as cited in Schonberg and Kandinsky: An Historic Encounter, by Klaus Kropfinger; edited by Konrad Boehmer; published by Routledge (imprint of Taylor & Francis, an informal company), 2003, p. 9
1910 - 1915
The Construction of the Wonderful Canon of Logarithms (1889)
Donald Judd (1967), quoted in: Alexander Alberro, Blake Stimson (1999) Conceptual Art: A Critical Anthology. p. 204
1960s
“Speech is human, silence is divine, yet also brutish and dead: therefore we must learn both arts.”
Notebooks (1830).
1830s