Dear Colleagues,

Statistical and computational physics is an interdisciplinary field that applies mathematical and computational tools to study physical systems.  It involves the use of statistical mechanics and computer simulations to describe and predict the behavior of physical systems, ranging from the behavior of individual atoms to the properties of large-scale systems.

One of the key applications of statistical and computational physics is in the study of phase transitions.  Phase transitions are abrupt changes in the behavior of a system as it undergoes a change in temperature or other external conditions. Statistical mechanics can be used to describe the behavior of a system near a phase transition, while computer simulations can be used to study the dynamics of the transition.

Another area where statistical and computational physics has been applied is in the study of complex systems.Complex systems are systems made up of many interacting components, such as biological networks or social systems.Statistical mechanics and computer simulations can be used to study the behavior of these systems, identify key components or interactions, and predict their behavior under different conditions.

Statistical and computational physics has also been used to study the behavior of materials, from the properties of individual atoms to the behavior of large-scale structures.  Computer simulations can be used to study the dynamics of materials under different conditions, such as temperature or pressure, and to predict their properties under different conditions.

Overall, statistical and computational physics is an essential tool for understanding physical systems and predicting their behavior.As our understanding of physical systems continues to grow, statistical mechanics and computer simulations will continue to play a vital role in advancing our knowledge.

We look forward to receiving your contributions.

Prof. Dr.Satyaranjan Mishra
Prof. Dr. Len Gelman
Prof. Dr. Ehsan Hatefi
Prof.  Dr. Vladimir Valentinovich Egorov
Prof. Dr. Intekhab Alam
Section Editors

Statistical Physics; Computational Physics; Phase Transitions; Complex Systems; Monte Carlo Simulations; Molecular Dynamics; Ising Model; Renormalization Group; Statistical Mechanics; Nonequilibrium Systems; Percolation Theory; Complex Systems; Fractals; Spin Models; Lattice Models; Percolation Theory; Spin Models; Brownian Motion.