Irrational Number Quotes (4 quotes)
Indeed, if one understands by algebra the application of arithmetic operations to composite magnitudes of all kinds, whether they be rational or irrational number or space magnitudes, then the learned Brahmins of Hindostan are the true inventors of algebra.
Just as the introduction of the irrational numbers is a convenient myth [which] simplifies the laws of arithmetic so physical objects are postulated entities which round out and simplify our account of the flux of existence The conceptional scheme of physical objects is [likewise] a convenient myth, simpler than the literal truth and yet containing that literal truth as a scattered part.
What good your beautiful proof on [the transcendence of] π? Why investigate such problems, given that irrational numbers do not even exist?
the definition of irrational numbers, on which geometric representations have often had a confusing influence. I take in my definition a purely formal point of view, calling some given symbols numbers, so that the existence of these numbers is beyond doubt.