Submissions from 2025
Memoir on a general property of a very extensive class of transcendental functions, Niels Henrik Abel 1802--1829 and John Little
Constructions of Compact Dupin Hypersurfaces with Non-constant Lie Curvatures, Thomas E. Cecil
Notes on the Invariance of Tautness Under Lie Sphere Transformations, Thomas E. Cecil
Translation of: Dupin'sche Hyperflächen in E^4, manuscripta math by Ulrich Pinkall, Thomas E. Cecil
Tight Spherical Embeddings (Updated Version), Thomas E. Cecil and Patrick J. Ryan
Book VI of the Mathematical Collection of Pappus of Alexandria, translated by John B. Little, John B. Little and Pappus of Alexandria
Submissions from 2024
On the Work of Cartan and Münzner on Isoparametric Hypersurfaces, Thomas E. Cecil and Patrick J. Ryan
Book V of the Mathematical Collection of Pappus of Alexandria, translated by John B. Little, Pappus of Alexandria and John B. Little
Submissions from 2023
Translation of: Familles de surfaces isoparamétriques dans les espaces à courbure constante, Annali di Mat. 17 (1938), 177–191, by Élie Cartan., Thomas E. Cecil
Translation of: Sur quelque familles remarquables d’hypersurfaces, C.R. Congrès Math. Liège, 1939, pp. 30–41, by Élie Cartan., Thomas E. Cecil
Pappus of Alexandria, Book III of the Mathematical Collection, Pappus of Alexandria and John B. Little
Pappus of Alexandria, Book VIII of the Mathematical Collection, Pappus of Alexandria and John B. Little
Submissions from 2022
Classifications of Dupin Hypersurfaces in Lie Sphere Geometry, Thomas E. Cecil
Translation of: Dupin’sche Hyperflächen, Doctoral dissertation, Universität Freiburg (1981) by Ulrich Pinkall, Thomas E. Cecil
"Authors on the Hill" presents: Prof. John Little, John B. Little
Submissions from 2021
Compact Dupin Hypersurfaces, Thomas E. Cecil
Translation of: Isoparametrische Hyperflächen in Sphären, Math. Ann. 251, 57–71 (1980) by Hans Friedrich Münzner., Thomas E. Cecil
Using Lie Sphere Geometry to Study Dupin Hypersurfaces in R^n, Thomas E. Cecil
Practical Geometry, Christopher Clavius S.J. and John B. Little
Submissions from 2020
Dupin Submanifolds in Lie Sphere Geometry (updated version), Thomas E. Cecil and Shiing-Shen Chern
Submissions from 2008
Isoparametric and Dupin Hypersurfaces, Thomas E. Cecil
On Kuiper's Question Whether Taut Submanifolds Are Algebraic, Thomas E. Cecil, Quo-Shin Chi, and Gary Jensen
Submissions from 1989
Dupin submanifolds in Lie sphere geometry, Thomas E. Cecil and Shiing-Shen Chern
Submissions from 1976
Taut Immersions of Non-Compact Surfaces into a Euclidean 3-Space, Thomas E. Cecil
Submissions from 1974
A Characterization of Metric Spheres in Hyperbolic Space by Morse Theory, Thomas E. Cecil