Massive evaluation and analysis of Poincaré recurrences
Disciplines :
physics, mathematical
astronomy & astrophysics
Collected date : from 2018 ongoing
We present a novel numerical method aimed to characterize global behaviour, in particular chaotic diffusion, in dynamical systems. It is based on an analysis of the Poincaré recurrence statistics on massive grids of initial data or values of parameters. We concentrate on Hamiltonian systems, ...
Access
Discipline
- Physics, mathematical
- Environmental sciences
- Paleontology
- Archaeology
- Geography, physical
- Geology
- Geosciences, multidisciplinary
- Limnology
- Astronomy & astrophysics
- Water resources
- Ecology
- Geochemistry & geophysics
- History
- Mineralogy
- Meteorology & atmospheric sciences
- Chemistry, analytical
- Microbiology
- Physics, atomic, molecular & chemical
- Engineering, environmental
- Biodiversity conservation
- Plant sciences
- Cell biology
- Forestry
- Mycology
- Geography
- Humanities, multidisciplinary
- Agronomy
- Chemistry, physical
- Remote sensing
- Statistics & probability
- Telecommunications
- Toxicology
- Urban studies
- Acoustics
- Zoology
- Anthropology
- Architecture
- Asian studies
- Behavioral sciences
- Biochemistry & molecular biology
- Chemistry, applied
- Chemistry, inorganic & nuclear
- Communication
- Computer science, theory & methods
- Engineering, chemical
- Entomology
- Genetics & heredity
- Health care sciences & services
- Instruments & instrumentation
- Linguistics
- Marine & freshwater biology
- Materials science, biomaterials
- Materials science, coatings & films
- Materials science, multidisciplinary
- Medieval & renaissance studies
- Multidisciplinary sciences
- Nuclear science & technology
- Oceanography
- Ornithology
- Physics, condensed matter