Joseph Moeller is a postdoc at Caltech.
On categorical systems theory:
John Baez, John Foley, Joe Moeller: Network Models from Petri Nets with Catalysts, Compositionality, 1 4 (2019) [arXiv:1904.03550, doi:10.32408/compositionality-1-4]
Joe Moeller: Noncommutative Network Models, Mathematical Structures in Computer Science (2019) [arXiv:1804.07402, doi:10.1017/S0960129519000161]
John Baez, John Foley, Joe Moeller, Blake Pollard: Network Models, Theory and Applications of Categories 35 20 (2020) 700-744 [arXiv:1711.00037]
John Baez, Owen Lynch, Joe Moeller: Compositional thermostatics, Journal of Mathematical Physics, (2023) [arXiv:2111.10315]
On 2-rigs and categorified representation theory:
John Baez, Joe Moeller, Todd Trimble: 2-rig extensions and the splitting principle [arXiv:2410.05598]
John Baez, Joe Moeller, Todd Trimble: Schur functors and categorified plethysm, Higher structures (2024) [arXiv:2106.00190]
On FI-representations and representation stability:
On Lyapunov functions via category theory:
Aaron D. Ames, Joe Moeller, Paulo Tabuada: Categorical Lyapunov theory I: stability of flows [arXiv:2502.15276]
Aaron D. Ames, Sébastien Mattenet, Joe Moeller: Categorical Lyapunov Theory II: Stability of Systems [arXiv:2505.22968]
Last revised on January 19, 2026 at 16:46:46. See the history of this page for a list of all contributions to it.