📢 New paper: Modelling and identification of a pneumatically actuated balancer for collaborative load handlingDynamic modeling of a pneumatic balancer for safe human–robot collaboration. 🔗 https://t.co/GK0NAwVhCA

📢 New paper: A novel non-Markovian degradation model with global state dependency for prognostics. A new framework for improved prognostics and RUL prediction in complex systems. https://t.co/bkNXWkpmVm

📢New paper: Geometrical representation & Hirota direct approach for M-coupled fractional equations. The study delivers compact analytical tools for multiple soliton solutions with applications in nonlinear optics and plasma physics. 🔗 https://t.co/BrhCe1kUKM

Deadline for submission is December 31, 2025. As we approach the deadline for submission and celebrate the 30th anniversary of MCMDS this year, we invite you to submit your high quality papers via https://t.co/b3ZuGwTwB1

📢 Just published! The paper “Analysis of fractional logistic integro-differential equations with time scales…” has been published in Mathematical and Computer Modelling of Dynamical Systems. ✨ Congratulations to the authors. 🔗 https://t.co/4cu5e9NDuN

More than 85% of all citing journals are the level of Q1-Q2. https://t.co/tomQXtRB1S Source: Incites - Time period: 2024-2025.

Every year on November 8, the STEM community highlights and celebrates the impact of *Science, Technology, Engineering, and Mathematics* worldwide 🔬 Our MCMDS special issue on Modelica & FMI is open for submissions at https://t.co/hzzI105Swf

2025 Q3 usage for Mathematical and Computer Modelling of Dynamical Systems has been released. 🔗 https://t.co/tomQXtRB1S

📣The deadline for submission is approaching. If you have a paper that fits the open special issue: "Advances in Surrogate Modelling", you can submit it online at: https://t.co/b3ZuGwU4qz

Check out the already published and most-cited paper in MCMDS at: https://t.co/2JyaYbiSGV

🔎 We welcome submissions that align with the aims and scope of MCMDS. 🔗For more information, please visit our website: https://t.co/2JyaYbiSGV

The following paper was published in the journal Mathematical and Computer Modelling of Dynamical Systems (MCMDS) and became the most-read article of 2025. 🔗 https://t.co/TSP8HuaSOV

The deadline for submission is approaching. If you have a paper that fits the open special issue: "Advances in Surrogate Modelling", you can submit it online at https://t.co/b3ZuGwU4qz

📢 Call for Papers - @MCMDSJournal 3 Open Access special issues are open for submissions! Deadlines: 31 Dec 2025 | 26 Apr 2026 | 30 Apr 2026 Join us in advancing modelling, optimisation & dynamical systems 🚀 https://t.co/5eOIWNIghh

Check out the paper already published in MCMDS, available at: https://t.co/N6HWoNccXG

Check out the paper already published in MCMDS, available at: https://t.co/gQUFMeFmuW

Check out the paper already published in MCMDS, available at https://t.co/5uBrKX5Qey

Check out the paper already published in MCMDS, available at https://t.co/7GCP55t8BY

📢 Call for Papers - @MCMDSJournal 3 Open Access special issues are open for submissions! Deadlines: 31 Dec 2025 | 26 Apr 2026 | 30 Apr 2026 Join us in advancing modelling, optimisation & dynamical systems 🚀 https://t.co/a4sOxbyy0b

The following paper has been published in Mathematical and Computer Modelling of Dynamical Systems (MCMDS) in the year 2024. 🔗Full article: A Fubini polynomial-based generalization of Szász-Baskakov operators