M. Bisi, M. Conte, and M. Groppi. Kinetic modeling of knowledge and wealth dynamics in national and global markets. Accepted in Mathematical Models and Methods in Applied Sciences (2026)
R. Thiessen, M. Conte, T.L. Stepien, and T. Hillen. Go‑or‑Grow models in biology: a monster on a leash. Journal of Mathematical Biology, 91(5): 58 (2025).
M. Conte, A. Xella, R.T. Woodall, K.A. Cassady, S. Branciamore, C.E. Brown, and R.C Rockne. CAR T-cell and oncolytic virus dynamics and determinants of combination therapy success for glioblastoma. Mathematical Biosciences, 389: 109531 (2025).
M. Conte, and R. Travaglini. A kinetic derivation of spatial distributed model for tumor-immune system interactions. Chaos, Solitons & Fractals, 200: 116969 (2025)
G. Chiari, M. Conte, and M. Delitala. Multi-scale modeling of SNAIL-mediated response to hypoxia in tumor progression. Communication in Nonlinear Science and Numerical Simulations, 145: 108673 (2025)
M. Conte, V. Cabeza-Fernández, F. J. Oliver, T. Alarcón, and J. Soler. Emergence of cyclic hypoxia and the impact of PARP inhibitors on tumor progression. npj Systems Biology and Applications, 10(1): 122 (2024).
M. Conte, R. Woodall, M. Gutova, B.T. Chen, M.S. Shiroishi, C.E. Brown, J.M. Munson, and R.C. Rockne. Structural and practical identifiability of contrast transport models for DCE-MRI. PLoS Computational Biology, 20(5): e1012106 (2024).
M. Conte, and N. Loy. A non-local kinetic model for cell migration: a study of the interplay between contact guidance and steric hindrance. SIAM Journal on Applied Mathematics, 84(3): S429-S451 (2024).
E. Buckwar, M. Conte, and A. Meddah. A stochastic hierarchical model for low grade glioma evolution. Journal of Mathematical Biology, 86: 89 (2023).
M. Conte, Y. Dzierma, S. Knobe, and C. Surulescu. Mathematical modeling of glioma invasion and therapy approaches via kinetic theory of active particles. Mathematical Models and Methods in Applied Sciences, 33(5): 1009-1051 (2023).
M. Conte, and N. Loy. Multi-cue kinetic model with non-local sensing for cell migration on a fibers network with chemotaxis. Bulletin of Mathematical Biology, 84: 42 (2022).
M. Conte, and C. Surulescu. Mathematical modeling of glioma invasion: acid- and vasculature mediated go-or-grow dichotomy and the influence of tissue anisotropy. Applied Mathematics and Computation, 407: 126305 (2021).
M. Conte, S. Casas-Tintò, and J. Soler. Modeling invasion patterns in the glioblastoma battlefield. PLoS Computational Biology, 17(1): e1008632 (2021).
M. Conte, L. Gerardo–Giorda, and M. Groppi. Glioma invasion and its interplay with nervous tissue and therapy: a multiscale model. Journal of Theoretical Biology, 486: 110088 (2020).
M. Conte, M. Groppi, and G. Spiga. Qualitative analysis of kinetic-based models for tumor-immune system interaction. Discrete & Continous Dynamical Systems - Series B, 23(6): 2393-2414 (2018).
M. Conte, M. Groppi, and A. Tosin. Kinetic and macroscopic equations for action potential in neural networks. In: d'Onofrio, A., Fasano, A., Papa, F., Sinisgalli, C. (eds) Problems in Mathematical Biophysics: A Volume in Memory of Alberto Gandolfi. SEMA SIMAI Springer Series, 38: 77-104. Springer Nature Switzerland, 2024.
N. Loy, and M. Conte. Modeling cell migration in cancer spread as a response to multi-cue heterogeneous environments: a kinetic approach. In: Eftimie, R., Trucu, D. (eds) Modelling and Computational Approaches for Multi-scale Phenomena in Cancer Research. World Scientific, 5: 121-147 (2024).
M. Bisi, M. Conte, and M. Groppi. Action potential dynamics on heterogeneous neural networks: from kinetic to macroscopic equations. In: Čolić, M., Giesselmann, J., Glück, J., Fijavž, MK., Mugnolo, D., and Mauroy, A. (eds) Mathematical models for interacting dynamics on networks. Springer book series Trends in Mathematics - In press
M. Conte, and N. Loy. A novel linear transport model with distinct scattering mechanisms for direction and speed. (2025)
M. Conte, S. Hiremath, and C. Surulescu. Existence and uniqueness of solutions for stochastic treatment models of glioma invasion.
M. Conte, S. Hiremath, and C. Surulescu. Uncertainty-aware multiscale models of glioma invasion and treatment.
M. Conte, and N. Loy - TBA