The final version of the highest quality articles presented at the conference will be selected for publication in a special issue of a high impact journal. The following journals have agreed to consider publishing special issues provided there are enough qualified papers:

• International Journal of Computer Mathematics, Special Issue: Mathematical modelling in epidemiology and biomathematics and related topics, Taylor & Francis, ISSN: 0020-7160.

The Special Issue is now open. This Issue invites both original and survey manuscripts that bring together new mathematical tools and numerical methods for computational problems in the following areas of research:
• Novel methodological and computational techniques for Uncertainty Quantification in epidemiological models.
• Advanced techniques for simulation of dynamical models in epidemiology and biomathematics.
• Compartmental and age-structured mathematical models in epidemiology.
• Epidemiological models with memory or after-effects.
• Control theory and epidemics.
• Novel insights and comparisons between discrete vs continuous and deterministic vs stochastic epidemiological models.
• Non-standard numerical methods for epidemiological models.
• Deterministic and probabilistic networks in biomathematics.
• Populations Dynamics
• PDEs in Mathematical Biology.
To upload your manuscript you can use this link. Deadline: 30 October 2022


• Mathematical Methods in the Applied Sciences, Special Issue: Mathematical Modelling and Numerical Simulation in Sciences and Engineering John Wiley & Sons Ltd, ISSN: 1099-1476.

The Special Issue is now open.We invite researchers to contribute original research articles that estimulate ongoing efforts to design, develop and apply new mathematical tools to solve real problems. Potential authors must comply with the instructions for authors and the quality requirements of the Journal Mathematical Methods in the Applied Sciences. Topics which are related to this special issue are as follows:
• Random difference and differential equations and applications.
• Numerical solutions of nonlinear problems.
• Advanced techniques for simulation of dynamical models in epidemiology and biomathematics
• PDEs in Mathematical Biology.
• Continuous and discrete mathematical modelling.
• Numerical analysis for ordinary and partial differential equations.
• Nonlinear matrix equations.
To upload your manuscript you can use this link. Deadline: 30 October 2022