The American Mathematical Monthly, Volume 129, Issue 3 (2022)

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  1. A Plethora of Polynomials: A Toolbox for Counting Problems by Tristram Bogart & Kevin Woods
  2. Life in the Montel Motel by Steven G. Krantz
  3. When I Knew Math Was Mine by L. Jeneva Clark
  4. The Abel–Ruffini Theorem: Complex but Not Complicated by Paul Ramond
  5. On the Divisibility a! + b! | (a + b)! by Ayan Nath
  6. Classifying Groups With a Small Number of Subgroups by Alexander Betz & David A. Nash
  7. 100 Years Ago This Month in The American Mathematical Monthly by Vadim Ponomarenko
  8. The Fundamental Theorem of Finite Fields: A Proof from First Principles by Anastasia Chavez & Christopher O’Neill
  9. Polynomials Whose Zeros Are Powers of a Given Polynomial’s Zeros by Aaron Melman
  10. A Sharp Form of the Discrete Hardy Inequality and the Keller–Pinchover–Pogorzelski Inequality by David Krejčiřík & František Štampach
  11. Bounded Convex Functions on ℝ—an Extension by George Stoica
  12. Problems and Solutions by Edited by Daniel H. Ullman, Daniel J. Velleman, Stan Wagon & with the collaboration of Paul Bracken, Ezra A. Brown, Zachary Franco, George Gilbert, László Lipták, Rick Luttmann, Hosam Mahmoud, Frank B. Miles, Lenhard Ng, Rajesh Pereira, Kenneth Stolarsky, Richard Stong, Lawrence Washington, and Li Zhou
  13. Transforming Literature into Meaningful Experiences in Mathematics by Della Dumbaugh & Colin Fenster

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