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BONUS: Why Mathematical Proof Is A Social Compact

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Manage episode 410919528 series 2903308
Konten disediakan oleh KALA-FM. Semua konten podcast termasuk episode, grafik, dan deskripsi podcast diunggah dan disediakan langsung oleh KALA-FM atau mitra platform podcast mereka. Jika Anda yakin seseorang menggunakan karya berhak cipta Anda tanpa izin, Anda dapat mengikuti proses yang diuraikan di sini https://id.player.fm/legal.

BONUS DISCUSSION: Dr. Andrew Granville, Distinguished Research Chair In Pure Mathematics at the Mathematical Research Center, Montreal, Canada, joins the "ROI" team to discuss, "Why Mathematical Proof Is A Social Compact."

The host for the 555th edition in this series is Jay Swords, and the history buffs for this program are Terri Toppler and Ed Broders.

Opinions expressed in this program are those of the hosts and the guest(s), and not necessarily those of KALA-FM or St. Ambrose University. This program is recorded at KALA-FM, St. Ambrose University, Davenport, Iowa, USA!

  continue reading

431 episode

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iconBagikan
 
Manage episode 410919528 series 2903308
Konten disediakan oleh KALA-FM. Semua konten podcast termasuk episode, grafik, dan deskripsi podcast diunggah dan disediakan langsung oleh KALA-FM atau mitra platform podcast mereka. Jika Anda yakin seseorang menggunakan karya berhak cipta Anda tanpa izin, Anda dapat mengikuti proses yang diuraikan di sini https://id.player.fm/legal.

BONUS DISCUSSION: Dr. Andrew Granville, Distinguished Research Chair In Pure Mathematics at the Mathematical Research Center, Montreal, Canada, joins the "ROI" team to discuss, "Why Mathematical Proof Is A Social Compact."

The host for the 555th edition in this series is Jay Swords, and the history buffs for this program are Terri Toppler and Ed Broders.

Opinions expressed in this program are those of the hosts and the guest(s), and not necessarily those of KALA-FM or St. Ambrose University. This program is recorded at KALA-FM, St. Ambrose University, Davenport, Iowa, USA!

  continue reading

431 episode

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