Atlantis Studies in Mathematical Physics: Theory
The aim of this book series is to publish high quality monographs in mathematical physics
of both theoretical and applied subjects. The main topics are listed below. We expect the
books of this series to reflect the current state of the art of some of the popular ongoing
research topics in mathematical physics. In addition we aim to focus on books that make
some of the abstract theories and methodologies accessible to applied scientists, such as
biologists and engineers, including the graduate students in the subjects.
Topics include: Methods and applications of nonlinear differential and difference equations, classification and applications of integrable systems, integrability and geometry, dynamical systems, many-body problems, special functions of mathematical physics and q-analysis, symmetry analysis of differential- and difference equations, computer algebra and quantum computing with applications, supersymmetries, representations and Lie algebras, nonlinear mathematical biology, including biophysics and mathematical theory of evolution, problems in applied mathematics, fluid dynamics, engineering sciences and financial mathematics.
All books published of this series are promoted, distributed and sold by Springer, both as e-books and in print. The books are also part of SpringerLink and included in the relevant Springer subject collections.
This series as a whole has as an ISSN-number, where each individual volume will have its own ISBN-number.
Atlantis Press adheres to the principles of Creative Commons, meaning that we do not claim copyright of the work we publish. We only ask people using one of our publications to respect the integrity of the work and to refer to the original location, title and author(s).
See here for more details on the Atlantis Press publishing policy.