As quoted in "some ideas for free from time recording" by Emit Records (1995) https://archive.is/20130628060534/www.emit.cc/img/catalog-page9.jpg
“When you seek some unspecified and hidden property, you don't want extraneous complexity to interfere. In order to achieve homogeneity, I decided to make the motion end where it had started. The resulting motion biting its own tail created a distinctive new shape I call Brownian cluster. … Today, after the fact, the boundary of Brownian motion might be billed as a "natural" concept. But yesterday this concept had not occurred to anyone.”
A Theory of Roughness (2004)
Context: When you seek some unspecified and hidden property, you don't want extraneous complexity to interfere. In order to achieve homogeneity, I decided to make the motion end where it had started. The resulting motion biting its own tail created a distinctive new shape I call Brownian cluster. … Today, after the fact, the boundary of Brownian motion might be billed as a "natural" concept. But yesterday this concept had not occurred to anyone. And even if it had been reached by pure thought, how could anyone have proceeded to the dimension 4/3? To bring this topic to life it was necessary for the Antaeus of Mathematics to be compelled to touch his Mother Earth, if only for one fleeting moment.
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Benoît Mandelbrot 56
Polish-born, French and American mathematician 1924–2010Related quotes

Source: The End of Starvation : Creating an Idea Whose Time Has Come, Werner Erhard, 1977, 3 http://www.wernererhard.net/thpsource.html,
Source: Also published in — The end of starvation: creating an idea whose time has come, 3, 1982, Werner Erhard http://books.google.com/books?id=4o4wAAAAMAAJ&q=%22be+of+genuine+consequence+in+the+world%22&dq=%22be+of+genuine+consequence+in+the+world%22&hl=en&sa=X&ei=rpyFUvTMB6_MsQT0sYCwDQ&ved=0CDQQ6AEwAQ,
Source: Also quoted in — [The Answer : What do you mean I have to figure it out for myself?, 2001, Quila H. Creig] and — [The Spartan Life 2, Scott Westerman, 2012]

Preface (August, 1864)
The Mechanical Theory of Heat (1867)

The Structure of the Universe: An Introduction to Cosmology (1949)
Context: Galileo had raised the concepts of space and time to the status of fundamental categories by directing attention to the mathematical description of motion. The midiaevel qualitative method had made these concepts relatively unimportant, but in the new mathematical philosophy the external world became a world of bodies moving in space and time. In the Timaeus Plato had expounded a theory that outside the universe, which he regarded as bounded and spherical, there was an infinite empty space. The ideas of Plato were much discussed in the middle of the seventeenth century by the Cambridge Platonists, and Newton's views were greatly influenced thereby. He regarded space as the 'sensorium of God' and hence endowed it with objective existence, although he confessed that it could not be observed. Similarly, he believed that time had an objective existence independent of the particular processes which can be used for measuring it.<!--p.46

Source: Stamping Butterflies (2004), Chapter 39 (pp. 246-247)

Author, Day Four, Stillman Drake translation (1974) p. 269
Dialogues and Mathematical Demonstrations Concerning Two New Sciences (1638)

Introduction<!-- p. 1 -->
Space—Time—Matter (1952)
Context: Space and time are commonly regarded as the forms of existence of the real world, matter as its substance. A definite portion of matter occupies a definite part of space at a definite moment of time. It is in the composite idea of motion that these three fundamental conceptions enter into intimate relationship.

p, 125
Geometrical Lectures (1735)

I.13 Productive | Receptive, p. 33
1921 - 1930, Pedagogical Sketch Book, (1925)

Foolish Love
Song lyrics, Rufus Wainwright (1998)