Atlantis Studies in Variational Geometry
(ISSN: 2214-0719 (online), 2214-0700 (print))


The bookseries “Atlantis Studies in Variational Geometry” publishes monographs and research proceedings in all parts of mathematics and mathematical physics, related to the variational theory on smooth manifolds and the classical calculus of variations. Variational Geometry being synthetic and interdisciplinary in nature, books published will overlap with such disciplines as Differential Equations, Optimal Control, Geometric Structures, Riemann-Finsler Geometry, Global Analysis, Geometric Mechanics and Field Theory.

Publishing information
The series aims at publishing original research books. Atlantis Press offers a fast turnaround time so that the books in this series will be published in a timely manner. Furthermore, the books will be reasonably priced, allowing them to be bought not only by institutional buyers but also by interested individuals, thus exposing the books to the widest possible audience.

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.

Series editors

Professor Demeter Krupka

Lepage Research Institute 783
Slatinky, Czech Republic

Professor Huafei Sun

Department of Mathematics
Beijing Institute of Technology Beijing


If you wish to propose a new book for this series, please fill out the book proposal form.

Volumes published
Please see click here to see all titles published in this series.

- (under development)

back to series page