
Source: Catch Me if You Can: The True Story of a Real Fake, 2002, Ch.1 Pg.4(a), Ch.1 Pg. 11(b),Back cover(c), Ch.6 Pg.116(d)
Source: Every You, Every Me
Source: Catch Me if You Can: The True Story of a Real Fake, 2002, Ch.1 Pg.4(a), Ch.1 Pg. 11(b),Back cover(c), Ch.6 Pg.116(d)
“Every picture you give me I save, and every colour you use is so true to you.”
"Everyday"
The Poets And The Prophet (2006)
Context: Every picture you give me I save, and every colour you use is so true to you. Every minute we spend I engrave, and every memory rethought is so new. There is trust that we must recognize. There is so much that we must learn to see and be, if we could only open our minds. Just grow with God and please be patient with me, and I will give you my life.
“Every blossom I see reminds me of you”
Song, Every Blossom I See Reminds Me of You, written for Ziegfeld Follies of 1920 (music by Harry Ruby).
Source: A World Waiting to Be Born: Civility Rediscovered
“If you have a hammer, use it everywhere you can, but I do not claim that everything is fractal.”
As quoted in "Fractal Finance" by Greg Phelan in Yale Economic Review (Fall 2005)
A Theory of Roughness (2004)
Context: Do I claim that everything that is not smooth is fractal? That fractals suffice to solve every problem of science? Not in the least. What I'm asserting very strongly is that, when some real thing is found to be un-smooth, the next mathematical model to try is fractal or multi-fractal. A complicated phenomenon need not be fractal, but finding that a phenomenon is "not even fractal" is bad news, because so far nobody has invested anywhere near my effort in identifying and creating new techniques valid beyond fractals. Since roughness is everywhere, fractals — although they do not apply to everything — are present everywhere. And very often the same techniques apply in areas that, by every other account except geometric structure, are separate.
“Tell me every terrible thing you ever did, and let me love you anyway.”
Source: Coffee and Cigarettes