History & Mathematics

This a series of the almanacs dedicated to various aspects of the application of mathematical methods to the study of history and society. It comprises articles that apply mathematical methods to the study of various epochs and scales: from deep historical reconstruction to the pressing problems of the modern world.

  • History & Mathematics:

    History & Mathematics:
    Analyzing and Modeling Global Development

    This almanac initiates a series of edited volumes dedicated to various aspects of the application of mathematical methods to the study of history and society. It comprises articles that apply mathematical methods to the study of various epochs and scales: from deep historical reconstruction to the pressing problems of the modern world.

  • History & Mathematics:

    History & Mathematics:
    Historical Dynamics and Development of Complex Societies

    The times of "Pure History" when historians were only interested in the deeds of kings and heroes passed long ago. This almanac continues a series of edited volumes dedicated to various aspects of the application of mathematical methods to the study of history and society. This edited volume considers historical dynamics and development of complex societies.

  • History & Mathematics:

    History & Mathematics:
    Processes and Models of Global Dynamics

    This issue is the third collective monograph in the series of History & Mathematics almanacs and it is subtitled Processes and Models of Global Dynamics. The contributions to the almanac present a qualitative and quantitative analysis of global historical, political, economic and demographic processes, as well as their mathematical models. 

  • History & Mathematics:

    History & Mathematics:
    Trends and Cycles

    The present yearbook (which is the fourth in the series) is subtitled Trends & Cycles. It is devoted to cyclical and trend dynamics in society and nature; special attention is paid to economic and demographic aspects, in particular to the mathematical modeling of the Malthusian and post-Malthusian traps' dynamics.