On Functions Whose Mean Value Abscissas Are Midpoints, with Connections to Harmonic Functions. - Paul Carter; David Lowry-Duda (Am. Math. Mon., 2017)

Visualizing modular forms. - David Lowry-Duda (CoRR, 2020)

Towards Flying through Modular Forms. - David Lowry-Duda; Adam Sakareassen (CoRR, 2021)

Perturbing the Mean Value Theorem: Implicit Functions, the Morse Lemma, and Beyond. - David Lowry-Duda; Miles H. Wheeler (Am. Math. Mon., 2021)

Towards a classification of isolated 𝑗-invariants. - Abbey Bourdon; Sachi Hashimoto; Timo Keller; Zev Klagsbrun; David Lowry-Duda; Travis Morrison; Filip Najman; Himanshu Shukla (Math. Comput., 2024)

Learning Fricke signs from Maass form Coefficients. - Joanna Bieri; Giorgi Butbaia; Edgar Costa; Alyson Deines; Kyu-Hwan Lee; David Lowry-Duda; Thomas Oliver; Yidi Qi; Tamara Veenstra (CoRR, 2025)

Studying number theory with deep learning: a case study with the Möbius and squarefree indicator functions. - David Lowry-Duda (CoRR, 2025)

Learning Euler Factors of Elliptic Curves. - Angelica Babei; François Charton; Edgar Costa; Xiaoyu Huang; Kyu-Hwan Lee; David Lowry-Duda; Ashvni Narayanan; Alexey Pozdnyakov (CoRR, 2025)