The impossible number
The Curious Cases team get to grips with the very real uses of imaginary numbers.
There is a bizarre number in maths referred to simply as βiβ. It appears to break the rules of arithmetic - but turns out to be utterly essential for applications across engineering and physics. We are talking about the square root of -1, which makes no sense.
Professor Fry waxes lyrical about the beauty and power of this so-called βimaginaryβ number to a sceptical Dr Rutherford.
Dr Michael Brooks, author of The Maths That Made Us, tells the surprising story of the duelling Italian mathematicians who gave birth to this strange idea, and shares how Silicon Valley turned it into cold hard cash. Professor Jeff OβConnell, Ohlone College California, demonstrates that it is all about oscillations, and Dr Eleanor Knox, philosopher of physics at KCL and a senior visiting fellow at the University of Pittsburgh reveals that imaginary numbers are indispensable for the most fundamental physics of all - quantum mechanics.
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- Mon 1 May 2023 19:32GMTΒιΆΉΤΌΕΔ World Service except East and Southern Africa & West and Central Africa
- Tue 2 May 2023 04:32GMTΒιΆΉΤΌΕΔ World Service Australasia, Americas and the Caribbean, South Asia & East Asia only
- Tue 2 May 2023 12:32GMTΒιΆΉΤΌΕΔ World Service except East Asia & South Asia
- Tue 2 May 2023 19:32GMTΒιΆΉΤΌΕΔ World Service East and Southern Africa & West and Central Africa only
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