The American Mathematical Monthly, Volume 128, Issue 8 (2021)

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  1. The Eighty-First William Lowell Putnam Mathematical Competition by Mark Krusemeyer, Daniel H. Ullman & Paul Zeitz
  2. A Prime Testing Algorithm from Leonhard Euler by Dominic Klyve & Erik R. Tou
  3. Sums of Powers in Large Finite Fields: A Mix of Methods by Vitaly Bergelson, Andrew Best & Alex Iosevich
  4. March Madness Magic: Constructing a Tournament with a Magic Cube by Bryan J. Freyberg
  5. Elementary Derivations of the Euclidean Hurwitz Algebras Adapted from Gadi Moran’s last paper by Tomer Moran, Shay Moran & Shlomo Moran
  6. On an Integral Identity by Alin Bostan, Fernando Chamizo & Mikael Persson Sundqvist
  7. 100 Years Ago This Month in The American Mathematical Monthly by Edited by Vadim Ponomarenko
  8. On Erdős’s Method for Bounding the Partition Function by Asaf Cohen Antonir & Asaf Shapira
  9. Perron’s Theorem in an Hour by Hannah Cairns
  10. The Theorem of the Primitive Element by Steven H. Weintraub
  11. Problems and Solutions by Daniel H. Ullman, Daniel J. Velleman, Douglas B. West & with the collaboration of Paul Bracken, Ezra A. Brown, Zachary Franco, Christian Friesen, László Lipták, Rick Luttmann, Hosam Mahmoud, Frank B. Miles, Lenhard Ng, Kenneth Stolarsky, Richard Stong, Stan Wagon, Lawrence Washington, Elizabeth Wilmer, Fuzhen Zhang, and Li Zhou.
  12. Curvature of Space and Time, with an Introduction to Geometric Analysis by Justin Corvino

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