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2. Tecnológico de Monterrey, Escuela de Ingeniería y Ciencias, Carr. al Lago de Guadalupe Km. 3.5, Estado de Mexico 52926, Mexico
HAT: Hamiltonian Systems—Applications and Theory
Topic Information
Dear Colleagues,
Hamiltonian systems have been one of the most influential ideas in the theory of dynamical systems and in the formulation of physical theories ever since their discovery by J. L. Lagrange and W. R. Hamilton. Due to their appealing theoretical properties, they are a central node at the intersection of topology, geometry and dynamical systems. Moreover, they are being used to lay the foundations of an ever-growing number of applications that span from classical and quantum mechanics to statistical physics and general relativity, from chemical reactions to thermodynamics, and from evolutionary game theory to models of biological evolution and data science. The flourishing of so many different fields of application has, in turn, increased the number of relevant questions that must be addressed about these systems. The result is that there is currently so much investigation going on concerning Hamiltonian systems and their Lagrangian counterparts that it is hard—if not impossible—to keep track of all the new questions and results appearing in the literature, and there is a pressing need for synthesis of all these directions. The aim of this Topic is to provide an opportunity to anyone interested in Hamiltonian systems, from very different perspectives, to join their works together as part of a collection, which will take a broad as well as unified view of the state of the art regarding the knowledge on Hamiltonian systems with regard to both theory and applications.
Dr. Alessandro Bravetti
Prof. Dr. Manuel De León
Dr. Ángel Alejandro García-Chung
Dr. Marcello Seri
Topic Editors
Keywords
- hamiltonian systems
- Lagrangian dynamics
- symplectic geometry
- contact geometry
- Poisson geometry
- Jacobi geometry
- integrable systems
- KAM theory
- perturbation theory
- hamiltonian PDEs
- geometric numerical integration
- optimal control
- geometric mechanics
- constrained Hamiltonian systems
- quantization
- hamiltonian formulation of general relativity
- hamiltonian thermodynamics
- roaming reaction dynamics
- hamiltonian monte carlo
- hamiltonian neural networks
- hamiltonian optimization
- hamiltonian games
Participating Journals
| Journal Name | Impact Factor | CiteScore | Launched Year | First Decision (median) | APC | |
|---|---|---|---|---|---|---|
Entropy
|
2.1 | 4.9 | 1999 | 22.4 Days | CHF 2600 | Submit |
Fractal and Fractional
|
3.6 | 4.6 | 2017 | 20.9 Days | CHF 2700 | Submit |
Mathematical and Computational Applications
|
1.9 | - | 1996 | 28.8 Days | CHF 1400 | Submit |
Mathematics
|
2.3 | 4.0 | 2013 | 17.1 Days | CHF 2600 | Submit |
Symmetry
|
2.2 | 5.4 | 2009 | 16.8 Days | CHF 2400 | Submit |
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