A Quote by Sun Tzu
The control of large numbers is possible, and like unto that of small numbers, if we subdivide them.
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Zero invites imagination, but small numbers invite questions about whether large numbers will ever materialize.
The hallway was lined with numbered doors, odd numbers on one side and even numbers on the other, and large ornamental vases, too large to hold flowers and too small to hold spies.
I thought I could start over, you see. But now I know you can never start over. Not really. You think you have control, but you are like a fly in somebody else's web. Sometimes I think that's why I like accounting. All day, you are only dealing with numbers. You add them, multiply them, and if you are careful, you will always have a solution. There's a sequence there. An order. With numbers, you can have control.
I put up O.K. numbers - not Bugs Bunny-style numbers like some other guys - but O.K. numbers.
I dream in numbers, and I like to look up the meaning of numbers, and numbers stick out to me.
The laws of science, as we know them at present, contain many fundamental numbers, like the size of the electric charge of the electron and the ratio of the masses of the proton and the electron .... The remarkable fact is that the values of these numbers seem to have been finely adjusted to make possible the development of life.
There are large numbers of people in India below the poverty line; there are large numbers of people who lead a meager existence. They want to find a little escape from the hardships of life and come and watch something colorful and exciting and musical. Indian cinema provides that.
The control of a large force is the same principle as the control of a few men: it is merely a question of dividing up their numbers.
The transfinite numbers are in a certain sense themselves new irrationalities and in fact in my opinion the best method of defining the finite irrational numbers is wholly disimilar to, and I might even say in priciple the same as, my method described above of introducing trasfinite numbers. One can say unconditionally: the transfinite numbers stand or fall with the finite irrational numbers; they are like each other in their innermost being; for the former like the latter are definite delimited forms or modifications of the actual infinite.
We control the world basically because we are the only animals that can cooperate flexibly in very large numbers. And if you examine any large-scale human cooperation, you will always find that it is based on some fiction like the nation, like money, like human rights.
That's all baseball is, is numbers; it's run by numbers, averages, percentage and odds. Managers make their decisions based on the numbers.
People tend to think that numbers are quite objective, but numbers in economics are not like this. Some economists say they're like sausages: you don't know what they really are until you cut into them.
Only small minds are impressed by large numbers.
Producing a one-hour show that has to reinvent musical numbers, and interpret those musical numbers with a large cast, is difficult.
We live in a digital world where all is available at the touch of a screen. Money has been simplified, changed subtly over time from tangible bills to numbers in cyberspace. Cash is no longer in a cloth bag; it's numbers on a screen. Numbers that can be manipulated and modified. If you run out of numbers, you can just buy some more, right?
We had a couple of films that, in the course of working on them, the budget shrank to the point where we couldn't make it. They literally ran the numbers: They took our numbers and the stars' numbers, and when they calculated whether we could make our money back or not, it said no.
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