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PRIMUS
Problems, Resources, and Issues in Mathematics Undergraduate Studies
Volume 33, 2023 - Issue 7
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Research Articles

Topological Explorations on the Fundamental Theorem of Arithmetic

Matthew PhillipsCorrespondence[email protected]
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,
Kayla RobbView further author information
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Barbara A. ShipmanView further author information
Pages 759-779 | Published online: 15 Feb 2023

References

  • Camenga, K. A. 2013. Developing independence in a capstone course: Helping students ask and answer their own questions. PRIMUS. 23(4): 304–314.
  • Campión, M. J., E. Induráin, and V. Knoblauch. 2016. Topologies generated by nested collections. Bulletin of the Malaysian Mathematical Sciences Society. 39: 545–561.
  • Curtain, R. F. and H. Zwart. 2013. An Introduction to Infinite-Dimensional Linear Systems Theory, Texts in Applied Mathematics, 21. Springer-Verlag.
  • Greer, M. L. and C. Ross. 2013. Senior seminar: Across a department and across the years. PRIMUS. 23(4): 347–358.
  • Pengelley, D. and F. Richman. 2006. Did Euclid need the Euclidean algorithm to prove unique factorization? The American Mathematical Monthly. 113: 196–205.
  • Rash, A. and K. Weld. 2013. The capstone course: Origins, goals, methods, and issues. PRIMUS. 23(4): 291–296.
  • Shipman, B. A. and E. R. Stephenson. 2022. Tangible topology through the lens of limits. PRIMUS. 32(5): 593–609.
  • Steen, L. A. and J. A. Seebach Jr. 1978. Counterexamples in Topology, Second Edition. New York: Springer Verlag.

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