The Eric Normand Podcast Some Comments from a Numerical Analyst
May 31, 2021
The podcast dives into the fascinating world of numerical analysis, exploring historical contributions from great mathematicians like Alan Turing and J. H. Wilkinson. Listeners learn about the complexities of floating-point numbers and the challenges in ensuring computational accuracy. Insights from collaborations with Turing shed light on innovative problem-solving methods. Additionally, the discussion draws parallels between the evolution of classical music and technological advancements in computing. This journey through numerical evolution captivates with its blend of history, precision, and innovation.
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Working with Alan Turing
- Wilkinson worked closely with Alan Turing in a small room at the National Physical Laboratory.
- Turing preferred solving problems from first principles before reviewing others' solutions, sometimes irritating Wilkinson.
Solve First, Then Compare
- Try solving a problem yourself before looking at others' solutions to gain originality.
- Wilkinson found this approach helped uncover solutions he would have otherwise missed.
Turing's Quiet Legacy
- Alan Turing's limited published work belied his vast versatility in pure and applied mathematics.
- His legacy was greater in influence than in volume of papers.