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Melvyn Bragg
In Our Time: 25 Theories and Thinkers in the History of Mathematics
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167810In Our Time: 25 Theories and Thinkers in the History of Mathematicshttps://www.gandhi.com.mx/in-our-time-25-theories-and-thinkers-in-the-history-of-mathematics/phttps://gandhi.vtexassets.com/arquivos/ids/1692279/bf300948-9a58-4351-bf32-910880269d4a.jpg?v=638338638737130000412412MXNBBC AudioInStock/Audiolibros/166571In Our Time: 25 Theories and Thinkers in the History of Mathematics412412https://www.gandhi.com.mx/in-our-time-25-theories-and-thinkers-in-the-history-of-mathematics/phttps://gandhi.vtexassets.com/arquivos/ids/1692279/bf300948-9a58-4351-bf32-910880269d4a.jpg?v=638338638737130000InStockMXN99999DIAudiolibro20239781529915051_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9781529915051_<p><strong>Melvyn Bragg and guests discuss 25 pivotal concepts, theorists and developments that have advanced the science of mathematics</strong></p><p><em>Might be the best radio programme ever</em> <strong>Oliver Burkeman, <em>The Guardian</em></strong></p><p><em>In Our Time</em> is a Radio 4 phenomenon, a knowledge juggernaut that has informed and entertained over 2 million listeners each week since its first broadcast in 1998. In its 25 years on air, it has covered an astonishing array of topics, from the Second Law of Thermodynamics to the Sistine Chapel.</p><p>Beginning with three introductory episodes, this specially curated collection explores 25 of the most important individuals, ideas and discoveries that have transformed our understanding of mathematics over the past 5,000 years. We learn how Indian mathematics provided the foundations for much of our modern thinking, discover why Euclids Elements is the most influential textbook ever written and hear of the epic feud between Sir Isaac Newton and Gottfried Leibniz over who invented calculus.</p><p>Plus, we are introduced to influential mathematicians including Pythagoras, Blaise Pascal, Emmy Noether and Alan Turing, as well as key concepts, problems and puzzles such as negative numbers, infinity, Fermats Last Theorem, the Poincaré conjecture and P v NP.</p><p>Enlightening, thought-provoking and inspiring, these wide-ranging discussions make abstruse ideas accessible and demystify mathematics, showing how it shaped our world and made us who we are.</p><p><em>Production credits</em><br />Presented by Melvyn Bragg<br />Produced by Simon Tillotson, Thomas Morris and Natalia Fernandez</p><p>First broadcast on BBC Radio 4 on the following dates:</p><p><em><strong>Part I: Context</strong></em><br /><em>Mathematics</em> 6 May 1999<br /><em>Mathematics and Platonism</em> 11 January 2001<br /><em>Mathematics Unintended Consequences</em> 11 February 2010</p><p><em><strong>Part II: History of Mathematics</strong></em><br /><em>Indian Mathematics</em> 14 December 2006<br /><em>Euclids Elements</em> 28 April 2016<br /><em>Maths in the Early Islamic World</em> 16 February 2017<br /><em>Renaissance Maths</em> 2 June 2005<br /><em>Calculus</em> 24 September 2009</p><p><strong>Part III: Influential Mathematicians</strong><br /><em>Pythagoras</em> 10 December 2009<br /><em>Archimedes</em> 25 January 2007<br /><em>Blaise Pascal</em> 19 September 2013<br /><em>Emilie du Chtelet</em> 4 February 2021<br /><em>Carl Friedrich Gauss</em> 30 November 2017<br /><em>Ada Lovelace</em> 6 March 2008<br /><em>Emmy Noether</em> 24 January 2019<br /><em>Alan Turing</em> 15 October 2020</p><p><strong>Part IV: Key Concepts</strong><br /><em>Zero</em> 13 May 2004<br /><em>Prime Numbers</em> 12 January 2006<br /><em>Negative Numbers</em> 9 March 2006<br /><em>e</em> 25 September 2014<br /><em>Pi</em> 2 September 2004<br /><em>Imaginary Numbers</em> 23 September 2010<br /><em>Infinity</em> 23 October 2003</p><p><strong>Part V: Problems and Puzzles</strong><br /><em>Zenos Paradoxes</em> 22 September 2016<br /><em>Fermats Last Theorem</em> 25 October 2012<br /><em>The Poincaré Conjecture</em> 2 November 2006<br /><em>Gdels Incompleteness Theorems</em> 9 October 2008<br /><em>P v NP</em> 5 November 2015</p><p> 2023 BBC Studios Distribution Ltd. (P) 2023 BBC Studios Distribution Ltd.</p>...9781529915051_BBC Audioaudiolibro_0e30d8ec-c075-3890-9d8a-ebe517e6c965_9781529915051;9781529915051_9781529915051Melvyn BraggInglésMéxicoNoMINUTE2023-10-12T00:00:00+00:00BBC Audio