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Ajji, A., Chaouki, J., Esen, O., Grmela, M., Klika, V., & Pavelka, M. (2023). On geometry of multiscale mass action law and its fluctuations. Physica D-Nonlinear Phenomena, 445, 133642 (22 pages). External link
Grmela, M., Klika, V., & Pavelka, M. (2020). Dynamic and renormalization-group extensions of the Landau theory of critical phenomena. Entropy, 22(9), 978 (19 pages). Available
Pavelka, M., Klika, V., & Grmela, M. (2020). Generalization of the Dynamical Lack-of-Fit Reduction from GENERIC to GENERIC. Journal of Statistical Physics, 181(2), 19-52. External link
Klika, V., Pavelka, M., Vágner, P., & Grmela, M. (2019). Dynamic maximum entropy reduction. Entropy, 21(7), 715 (27 pages). Available
Pavelka, M., Klika, V., & Grmela, M. (2019). Ehrenfest regularization of Hamiltonian systems. Physica D: Nonlinear Phenomena, 399, 193-210. External link
Grmela, M., Pavelka, M., Klika, V., Cao, B.-Y., & Bendian, N. (2019). Entropy and Entropy Production in Multiscale Dynamics. Journal of Non-Equilibrium Thermodynamics, 44(3), 217-233. External link
Pavelka, M., Klika, V., & Grmela, M. (2018). Thermodynamic explanation of Landau damping by reduction to hydrodynamics. Entropy, 20(6). Available
Pavelka, M., Klika, V., & Grmela, M. (2018). Multiscale thermo-dynamics: introduction to GENERIC. External link
Pavelka, M., Klika, V., Esen, O. , & Grmela, M. (2016). A hierarchy of Poisson brackets in non-equilibrium thermodynamics. Physica D: Nonlinear Phenomena, 335, 54-69. External link
Grmela, M., Klika, V., & Pavelka, M. (2015). Reductions and extensions in mesoscopic dynamics. Physical Review E, 92(3), 032111 (20 pages). External link
Klika, V., & Grmela, M. (2014). Mechano-chemical coupling in Belousov-Zhabotinskii reactions. Journal of Chemical Physics, 140(12). External link
Pavelka, M., Klika, V., & Grmela, M. (2014). Time reversal in nonequilibrium thermodynamics. Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, 90(6). External link
Klika, V., & Grmela, M. (2013). Coupling between chemical kinetics and mechanics that is both nonlinear and compatible with thermodynamics. Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, 87(1). External link
Bougherara, H., Klika, V., Maršík, F., Mařík, I. A., & Yahia, L. (2010). New predictive model for monitoring bone remodeling. Journal of Biomedical Materials Research. Part A, 95(1), 9-24. External link