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Episode 17 - Nalini Joshi episode artwork

EPISODE · Apr 26, 2018 · 26 MIN

Episode 17 - Nalini Joshi

from My Favorite Theorem · host Kevin Knudson

Join applied mathematician Nalini Joshi to learn about Mittag-Leffler's theorem, a fundamental result in complex analysis that tells us how to build meromorphic functions on the plane with any prescribed set of poles.

What this episode covers

Join applied mathematician Nalini Joshi to learn about Mittag-Leffler's theorem, a fundamental result in complex analysis that tells us how to build meromorphic functions on the plane with any prescribed set of poles.

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Episode 17 - Nalini Joshi

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Frequently Asked Questions

How long is this episode of My Favorite Theorem?

This episode is 26 minutes long.

When was this My Favorite Theorem episode published?

This episode was published on April 26, 2018.

What is this episode about?

Join applied mathematician Nalini Joshi to learn about Mittag-Leffler's theorem, a fundamental result in complex analysis that tells us how to build meromorphic functions on the plane with any prescribed set of poles.

Can I download this My Favorite Theorem episode?

Yes, you can download this episode by clicking the download button on the episode player, or subscribe to the podcast in your preferred podcast app for automatic downloads.
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