Fractal Depth Structure of Tonal Harmony. - Thomas Noll 002 (ICMC, 1995)

Opuscope - Towards a Corpus-Based Music Repository. - Thomas Noll 002; Jörg Garbers; Karin Höthker; Christian Spevak; Tillman Weyde (ISMIR, 2002)

Fourier Oracles for Computer-Aided Improvisation. - Emmanuel Amiot; Thomas Noll 002; Moreno Andreatta; Carlos Agón (ICMC, 2006)

Commuting Groups and the Topos of Triads. - Thomas M. Fiore; Thomas Noll 002 (MCM, 2011)

Fundamental Passacaglia: Harmonic Functions and the Modes of the Musical Tetractys. - Karst de Jong; Thomas Noll 002 (MCM, 2011)

Scratching the Scale Labyrinth. - Andrew J. Milne; Martin Carlé; William A. Sethares; Thomas Noll 002; Simon Holland (MCM, 2011)

An extension of Christoffel duality to a subset of Sturm numbers and their characteristic words. - Manuel Domínguez 003; Thomas Noll 002; Marco Castrillón (Theor. Comput. Sci., 2011)

Incorporating Voice Permutations into the Theory of Neo-Riemannian Groups and Lewinian Duality. - Thomas M. Fiore; Thomas Noll 002; Ramon Satyendra (MCM, 2013)

Glarean's Dodecachordon Revisited. - Thomas Noll 002; Mariana Montiel (MCM, 2013)

Triads as Modes within Scales as Modes. - Thomas Noll 002 (MCM, 2015)

Matching Lexicographic and Conjugation Orders on the Conjugation Class of a Special Sturmian Morphism. - David Clampitt; Thomas Noll 002 (WORDS, 2017)

Pairwise Well-Formed Modes and Transformations. - David Clampitt; Thomas Noll 002 (MCM, 2017)

Voicing Transformations of Triads. - Thomas M. Fiore; Thomas Noll 002 (SIAM J. Appl. Algebra Geom., 2018)

Distant Neighbors and Interscalar Contiguities. - Daniel Harasim; Thomas Noll 002; Martin Rohrmeier (MCM, 2019)

Insiders' Choice: Studying Pitch Class Sets Through Their Discrete Fourier Transformations. - Thomas Noll 002 (MCM, 2019)

Exploring the Syntonic Side of Major-Minor Tonality. - Thomas Noll 002; David Clampitt (MCM, 2019)

Embedded Structural Modes: Unifying Scale Degrees and Harmonic Functions. - Thomas Noll 002; Karst de Jong (MCM, 2019)

Transformations for Pairwise Well-Formed Modes. - Thomas Noll 002; David Clampitt (MCM, 2022)

Quantum-Musical Explorations on $ mathbb {Z}_n$. - Thomas Noll 002; Peter beim Graben (MCM, 2022)

Quantum Tonality: A Mathemusical Playground. - Peter beim Graben; Thomas Noll 002 (MCM, 2024)

The Sandwich-Lemma: The Recursive Structure of Super-Syntonic and Super-Diatonic Automorphisms. - Thomas Noll 002; David Clampitt; Mariana Montiel (MCM, 2024)