IRRATIONAL NUMBERS ARISING FROM CERTAIN DIFFERENTIAL EQUATIONS M. RAM MURTY AND V. KUMAR MURTY Niven [3] gave a simple proof that π is irrational. Koksma [2] modified Niven’s proof to show that er is irrational for ev - SIMPLE algorithm - Document - PDFSEARCH.IO

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	IRRATIONAL NUMBERS ARISING FROM CERTAIN DIFFERENTIAL EQUATIONS M. RAM MURTY AND V. KUMAR MURTY Niven [3] gave a simple proof that π is irrational. Koksma [2] modified Niven’s proof to show that er is irrational for ev Add to Reading List Document Date: 2005-04-23 05:41:16 Open Document File Size: 133,70 KB Share Result on Facebook Currency pence / / Facility Carleton University / / IndustryTerm non-trivial solution / / Organization Department of Mathematics / Carleton University / Ottawa / / Person RAM MURTY / P. R. Beesack / M. RAM MURTY / V. KUMAR MURTY / / Position Professor / / ProvinceOrState Ontario / / SocialTag Irrational number Integer sequences Mathematical analysis Transcendental number Euclidean algorithm Mathematics Pi Proof that π is irrational

IRRATIONAL NUMBERS ARISING FROM CERTAIN DIFFERENTIAL EQUATIONS M. RAM MURTY AND V. KUMAR MURTY Niven [3] gave a simple proof that π is irrational. Koksma [2] modified Niven’s proof to show that er is irrational for evAdd to Reading List