Anna lisa varri

View Scopus Profile. My research interests centre on the dynamics of stellar systems. From an applied mathematics viewpointI am interested in a number of topics broadly connected to the classical gravitational N-body problemanna lisa varri, especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating anna lisa varri and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems. I also have a growing interest in developing techniques from Bayesian statistics for application to astrophysical data.

My research interests centre on the dynamics of stellar systems. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems. I also have a growing interest in developing techniques from Bayesian statistics for application to astrophysical data. From an astrophysics viewpoint , I am interested in the formation and evolution of low-mass stellar systems because they define the intriguing boundary between our current notions of star clusters and dwarf galaxies. My activities aim at addressing three key open questions: How did the first stellar aggregates form in the early universe? Is there a missing link between stellar and super-massive black holes? Where is the limit for the presence of dark matter on small astrophysical scales?

Anna lisa varri

.

Open Access. Long-term evolution of multimass rotating star clusters DOI. I also have a growing interest in developing techniques from Bayesian statistics for application to astrophysical data, anna lisa varri.

.

View Scopus Profile. My research interests centre on the dynamics of stellar systems. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems. I also have a growing interest in developing techniques from Bayesian statistics for application to astrophysical data. From an astrophysics viewpoint , I am interested in the formation and evolution of low-mass stellar systems because they define the intriguing boundary between our current notions of star clusters and dwarf galaxies. My activities aim at addressing three key open questions: How did the first stellar aggregates form in the early universe?

Anna lisa varri

Skip to main content. Search: Search. School of Physics and Astronomy. Contact us. Early dynamical evolution of rotating star clusters in a tidal field DOI. Long-term evolution of multimass rotating star clusters DOI. Early dynamics and violent relaxation of multi-mass rotating star clusters DOI. Kinematical evolution of multiple stellar populations in star clusters DOI.

Bikester

School research affiliations. View all 59 research outputs. Recent news. From an astrophysics viewpoint , I am interested in the formation and evolution of low-mass stellar systems because they define the intriguing boundary between our current notions of star clusters and dwarf galaxies. My research interests centre on the dynamics of stellar systems. My research interests centre on the dynamics of stellar systems. Early dynamical evolution of rotating star clusters in a tidal field Tiongco, M. Early dynamical evolution of rotating star clusters in a tidal field DOI. Search: Search. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems.

My research interests centre on the dynamics of stellar systems. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems.

Research output per year. View all 59 research outputs. View all 7 prizes. Long-term evolution of multimass rotating star clusters DOI. If you made any changes in Pure these will be visible here soon. Varri, Anna Lisa Recipient , Where is the limit for the presence of dark matter on small astrophysical scales? Projects 3 Finished. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems. From an applied mathematics viewpoint , I am interested in a number of topics broadly connected to the classical gravitational N-body problem , especially Vlasov-Poisson equilibria and related perturbation and asymptotic methods for elliptic PDEs, kinetic theory for application to self-gravitating systems and plasmas, kinetic counterparts of the theory of rotating fluids, and integrability and numerical methods for Hamiltonian systems. Email anna. Anna Lisa is a member of the following School research institute: Institute for Astronomy. Anna Lisa Varri Dr A. These topic labels come from the works of this person.