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“Teachers believe they have a gift for giving; it drives them with the same irrepressible drive that drives others to create a work of art or a market or a building.”
Source : A. Bartlett Giamatti (1981). “The University and the Public Interest”, Atheneum Books
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“How aware were photographers in the past of other visual arts? "No photographer of any distinction at all could approach his work without some awareness of what was going on in other visual media, and for that matter neither the painter nor the draughtsman could ignore photography."”
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“If the English language had been properly organized ... then there would be a word which meant both 'he' and 'she', and I could write, 'If John or Mary comes heesh will want to play tennis', which would save a lot of trouble.”
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“With the first step, the number of shapes the walk might take is infinite, but then the walk begins to define itself as it goes along, though freedom remains total with each step: any tempting side road can be turned into an impulse, or any wild patch of woods can be explored. The pattern of the walk is to come true, is to be recognized, discovered.”
Source : A. R. Ammons (1996). “Set in motion: essays, interviews, and dialogues”, Univ of Michigan Pr
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“Soul brother number 1+1 Gettin' fed like where drugs and guns come from”
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“The search which takes place in my studio might best be described as a mining operation, a vertical dig in which a number of discoveries are apt to surface from a single shaft.”
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“We have been the recipients of the choicest bounties of Heaven; we have been preserved these many years in peace and prosperity; we have grown in numbers, wealth, and power as no other nation has ever grown.”
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“A number of current theoretical explorations will turn out to be passing fancies...”
Source : "Inward Bound : Of Matter and Forces in the Physical World" by Abraham Pais, (p. 45), 1988.
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“Arithmetic starts with the integers and proceeds by successively enlarging the number system by rational and negative numbers, irrational numbers, etc... But the next quite logical step after the reals, namely the introduction of infinitesimals, has simply been omitted. I think, in coming centuries it will be considered a great oddity in the history of mathematics that the first exact theory of infinitesimals was developed 300 years after the invention of the differential calculus.”
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“Pray tell us, what's your favorite number?"... "Shiva jumped up to the board, uninvited, and wrote 10,213,223"... "And pray, why would this number interest us?" "It is the only number that describes itself when you read it, 'One zero, two ones, three twos, two threes'.”
