Epidemiology of Infectious Diseases: Time-Series Analysis and Nonlinear Dynamics
A special issue of Reports (ISSN 2571-841X).
Deadline for manuscript submissions: 30 June 2026 | Viewed by 84
Special Issue Editor
Interests: epidemiology; geophysics; nonlinear science; time series analysis
Special Issues, Collections and Topics in MDPI journals
Special Issue Information
Dear Colleagues,
This Special Issue of Reports is dedicated to advancing our understanding of infectious diseases, including COVID-19, through time-series analysis and nonlinear dynamics. Recent epidemics have generated valuable datasets, allowing researchers to examine the various temporal structures and nonlinear properties of epidemic processes. By focusing on clinically relevant and data-driven analytical approaches, this issue aims to highlight new insights into the predictability, complexity, and mechanisms of epidemic waves that are meaningful for public health and clinical practice.
We welcome submissions in (but not limited to) the following areas:
Time-Series Analyses
- Maximum Entropy Method (MEM), Fast Fourier Transform (FFT), wavelet analysis, and related approaches;
- Identification of dominant cycles, seasonality, and temporal structures in infectious disease data;
- Comparative short-term versus long-term predictability of epidemic waves.
Nonlinear Dynamics of Epidemics
- Evidence of chaos, bifurcations, and period-doubling in epidemic time series;
- Cross-regional and cross-population analyses of epidemic dynamics;
- Population size, vaccination coverage, and their effects on temporal patterns.
Integration with Environmental and Social Drivers
- Climate change and global warming as modulators of epidemic dynamics;
- Temperature, humidity, and seasonal cycles in shaping epidemic waves;
- Impacts of mobility, public health interventions, and behavioral changes on temporal variation;
- Application of time-series and nonlinear analyses to public health policy and medical resource management.
Methodological and Interdisciplinary Perspectives
- Novel mathematical and physical methods for epidemic time series;
- Case studies linking clinical or epidemiological data with nonlinear modeling;
- Critical evaluations of forecasting approaches and their limitations.
We particularly encourage submissions that connect theory and practice—bridging mathematical modeling, epidemiological surveillance, and healthcare implementation. Case reports and regional studies demonstrate the power of time-series and nonlinear approaches to uncover hidden structures in infectious disease dynamics are also highly valued.
Prof. Dr. Ayako Sumi
Guest Editor
Manuscript Submission Information
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Keywords
- epidemiology
- time-series
- nonlinearity
- dynamics
- predictability
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