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Thomas M. Fiore, Ph.D.

Affiliations: 
2005 University of Michigan, Ann Arbor, Ann Arbor, MI 
Area:
Mathematics, Elementary Particles and High Energy Physics
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Igor Kriz grad student 2005 University of Michigan
 (Pseudo limits, bi -adjoints, and pseudo algebras: Categorical foundations of conformal field theory.)

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Publications

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Fiore TM, Pieper M. (2019) Waldhausen Additivity: Classical and Quasicategorical Journal of Homotopy and Related Structures. 14: 109-197
Berry C, Fiore TM. (2018) Hexatonic Systems and Dual Groups in Mathematical Music Theory Involve, a Journal of Mathematics. 11: 253-270
Fiore TM, Noll T. (2018) Voicing Transformations of Triads Siam Journal On Applied Algebra and Geometry. 2: 281-313
Yust J, Fiore TM. (2014) Introduction to the special issue on pedagogies of mathematical music theory Journal of Mathematics and Music. 8: 113-116
Fiore TM, Noll T, Satyendra R. (2013) Morphisms of generalized interval systems and PR-groups Journal of Mathematics and Music. 7: 3-27
Fiore TM, Noll T, Satyendra R. (2013) Incorporating voice permutations into the theory of neo-Riemannian groups and Lewinian duality Lecture Notes in Computer Science (Including Subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics). 7937: 100-114
Fiore TM, Gambino N, Kock J. (2011) Monads in double categories Journal of Pure and Applied Algebra. 215: 1174-1197
Fiore TM, Lück W, Sauer R. (2011) Finiteness obstructions and Euler characteristics of categories Advances in Mathematics. 226: 2371-2469
Fiore TM, Kriz I. (2010) What is the Jacobian of a Riemann surface with boundary? Deformation Spaces: Perspectives On Algebro-Geometric Moduli. 53-74
Fiore TM, Hu P, Kriz I. (2008) Laplaza sets, or how to select coherence diagrams for pseudo algebras Advances in Mathematics. 218: 1705-1722
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