Complete publications
- E. Abbate, A. Iollo, G. Puppo, An implicit scheme for
moving walls and multi-material interfaces in weakly compressible
materials , submitted to CiCP, 2018.
- C. Klingenberg, G. Puppo, M. Semplice, Arbitrary order finite volume well-balanced schemes for the Euler
equations with gravity , to appear on SIAM J. Sci. Comp., arXiv preprint.
- R.M. Pidatella, G. Puppo, G. Russo, P. Santagati,
Semi-Conservative
Finite Volume Schemes for Conservation Laws, submitted to SISC.
- I. Cravero, G. Puppo, M. Semplice, G. Visconti, CWENO:
uniformly accurate reconstructions for balance laws,
, arXiv preprint,
Math. of Comp., 87,
1689-1719, 2018.
- C. Klingenberg, M. Pirner, G. Puppo, A consistent kinetic model for a two-component mixture of polyatomic molecules, Commu. in Math. Sciences, to appear, 2018.
- E. Abbate, A. Iollo, G. Puppo, An all-speed relaxation
scheme for gases and compressible materials, Journal of
Comp. Phys., 351, 1-24, 2017.
- I. Cravero, G. Puppo, M. Semplice, G. Visconti, Cool WENO
schemes, arXiv
preprint, to appear in Comp. and Fluids, 2017.
- F. Bernard, A. Iollo, G. Puppo, Polyatomic Model for
Rarefied Flows, 2017, submitted to JSC.
- G. Visconti, M. Herty, G. Puppo, A. Tosin, Multivalued
fundamental diagrams of traffic flow in the kinetic Fokker-Planck
limit, arXiv
preprint , 2016, Multiscale
Modeling and
Simulation, 15, 1267-1293, 2017.
- G. Puppo, M. Semplice, A. Tosin, G. Visconti, Analysis of a
heterogeneous kinetic model for traffic flow, arXiv
preprint ,
2015, Comm. Math. Sci, 15 , 379-412, 2017.
- G. Puppo, M. Semplice, A. Tosin, G. Visconti, Kinetic
models for traffic flow resulting in a reduced space of
microscopic velocities,, arXiv
preprint , 2015,
Kinetic and Related Models, 10(3), 823-854, 2017
- G. Puppo, M. Semplice, A. Tosin, G. Visconti, Fundamental
diagrams in traffic flow: the case of heterogeneous kinetic
models , Comm. Math. Sci., 14, 643–669, arXiv
preprint , 2016.
- C. Klingenberg, M. Pirner, G. Puppo, A consistent kinetic
model for a two-component mixture with an application to plasma
, Kinetic and Related Models, 10(2), 445-465, 2017.
- G. Puppo, M. Semplice, Well balanced high order schemes
on non-uniform grids and entropy residuals,
J. Sci. Comp. 66, 1052-1076, 2016.
- F. Bernard, A. Iollo, G. Puppo, Simulation of Particle
Dynamics for Rarefied Flows: Backflow in Thruster Plumes ,
European Journal of Mechanics / B Fluids, 63, 25-38, 2017.
- G. Puppo, M. Semplice, A. Tosin, G. Visconti, Fundamental
diagrams in traffic flow: the case of heterogeneous kinetic
models , Comm. Math. Sci., 14, 643–669,
arXiv:1411.4988, 2016.
- A. Ferrero, F. Larocca, G. Puppo, A robust and adaptive
recovery-based discontinuous Galerkin method for the numerical
solution of convection diffusion equations, Int. J. for
Num. Meth. in Fluids, 77 , 63-91, 2015.
- F. Bernard, A. Iollo, G. Puppo, Accurate asymptotic
preserving boundary conditions for kinetic equations on Cartesian
grids, J. Sci. Comp, 2015.
- F. Bernard, A. Iollo, G. Puppo, A local velocity grid
approach for the BGK equation, Communications in Computational Physics, 16, 956-982, 2014.
- G. Puppo, M. Semplice Adaptive grids and the entropy error indicator. Hyperbolic problems: theory, numerics and applications. Volume 2, Ser. Contemp. Appl. Math. CAM, 18, World Sci. Publishing, Singapore, 2012.
- M. Castro, J.T. Frings, S. Noelle, C. Pares, G. Puppo, On the hyperbolicity of two- and three-layer shallow water equations. Hyperbolic problems: theory, numerics and applications. Volume 1, Ser. Contemp. Appl. Math. CAM, 17, World Sci. Publishing, Singapore, 2012.
- M. Castro, C. Pares, G. Puppo, G. Russo, Central schemes for
non conservative hyperbolic systems}. SIAM J. Sci. Comp., 34,
2012, p. B523-B558.
- G. Puppo, M. Semplice, Entropy and the numerical
integration of conservation laws, to appear on the
Proceedings of the Lebanese Mathematical Society, 2011.
- S. Pieraccini, G. Puppo Microscopically
Implicit-Macroscopically Explicit schemes for the BGK equation.
J. Comp. Phys, 231, 2012, 299-327.
- A. Alaia, G. Puppo, A hybrid method for
hydrodynamic-kinetic flow, Part II: coupling of hydrodynamic and kinetic models,
J. Comp. Phys, 231, 2012, 5217-5242.
- A. Alaia, G. Puppo, A hybrid method for
hydrodynamic-kinetic flow, Part I: A particle-grid method
for reducing stochastic noise in kinetic
regimes, J. Comp. Phys.,
230, 2011, 5660-5683.
- G. Puppo, M. Semplice, Numerical entropy and adaptivity for
finite volume schemes. Comm. Comp. Phys., 10
2011, 1132-1160.
- M. Castro, J.T. Frings, S. Noelle, C. Pares, G. Puppo
On the hyperbolicity of
two- and three-layer shallow water equations.
HYP2010 proceedings.
- G. Puppo, M. Semplice, Adaptive grids and the entropy error
indicator. HYP2010 proceedings.
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, A family of
relaxation schemes for
nonlinear convection diffusion problems.
Commun. Comput. Phys. 5 2009,
no. 2-4, 532-545.
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, Relaxed schemes
for nonlinear
evolutionary PDEs. Hyperbolic problems: theory,
numerics and applications,
477-485, Proc. Sympos. Appl. Math., 67, Part 2, Amer. Math. Soc.,
Providence, RI, 2009.
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, Relaxed
schemes based on diffusive relaxation for
hyperbolic-parabolic problems: some new
developments. In: Numerical methods for balance laws,
G. Russo and G.
Puppo eds., vol 24-2009, Quaderni di Matematica. Aracne ed..
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, Increasing
efficiency through
optimal RK time integration of diffusion equations.
Hyperbolic problems: theory, numerics, applications,
955-962, Springer, Berlin,
2008
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, A comparison
between relaxation and
Kurganov-Tadmor schemes. Progress in industrial
mathematics at ECMI 2006,
236-240, Math. Ind., 12, Springer, Berlin, 2008
- G. Puppo, G. Russo, Central Runge-Kutta schemes for stiff
balance laws.
Progress in industrial mathematics at ECMI 2006, 226-230,
Math. Ind., 12,
Springer, Berlin, 2008-
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, Increasing
efficiency through
optimal RK time integration of diffusion equations.
HYP06 proceedings.
- A. Alaia, S. Pieraccini, G. Puppo, Velocity discretization
for BGK equations,
Hyperbolic problems: theory, numerics, applications,
857-864, Springer, Berlin,
2008.
- F. Cavalli, G. Naldi, G. Puppo, M. Semplice, High order
relaxation schemes for non linear diffusion problems,
SIAM J. Num. An., 45, 2007, 2098-2119.
- S. Pieraccini, G. Puppo, Implicit-Explicit schemes for BGK
kinetic equations, J. Sci. Comput. 32 2007,
no. 1, 1-28.
- S. Noelle, N. Pankratz, G. Puppo, J. Natvig Well
balanced Finite Volume Schemes of Arbitrary Order of Accuracy for
Shallow Water Flows, J. Comp. Phys., 213, 2006,
474-499.
- G. Puppo, G. Russo, Staggered Finite Difference
Schemes for Conservation Laws, J. Sci. Comp., 27, 2006,
403-418.
- G. Puppo, G. Russo, Staggered Finite Difference
Schemes for Balance Laws, Hyperbolic Problems: Theory,
Numerics, Applications, Yokohama publishers, 2006, 243-250.
- G. Puppo, The Entropy Regularity Indicator for Finite Volume
schemes,
Hyperbolic Problems: Theory,
Numerics, Applications, Yokohama publishers, 2006, 235-242.
- D. Marobin, G. Puppo, An Error Indicator for
Semidiscrete schemes, Computational Fluid Dynamics, 2004,
Springer 2006, 103-108.
- L. Pareschi, G. Puppo, G. Russo, Central Runge Kutta schemes
for Conservation Laws, SIAM J. Sci. Comp., 26 2005,
979-999.
- R. Monaco, M. Pandolfi Bianchi, S. Pieraccini, G. Puppo
Numerical Simulation of a Reacting Gas Mixture at the
Hydrodynamic scale, proceedings of INCOWASCOM 2003.
- G. Puppo Numerical Entropy Production for Central Schemes,
SIAM J. Sci. Comp. {\bf 25}, 2003, $N^0$ 4, 1382-1415.
- G. Puppo Adaptive application of characteristic projection for
Central Schemes, In: T. Hou and E. Tadmor (eds) Hyperbolic
Problems, Theory, Numerics, Applications, Springer Verlag, 2003,
819-829.
- G. Puppo, Numerical Entropy Production on Shocks and Smooth
Transitions, J. Sci. Comp. 17 2002, 263-271.
- D. Levy, G. Puppo, G. Russo, A fourth order Central WENO
Scheme for Multi-dimensional Hyperbolic Systems of Conservation
Laws, SIAM J. Sci. Comp. 24, 2002, 480-506.
- D. Levy, G. Puppo, G. Russo, Compact Central WENO Schemes
for Multidimensional Conservation Laws, SIAM
J. Sci. Comp., 22, 2000, 656-672.
- D. Levy, G. Puppo, G. Russo, A Third order Central WENO
Scheme for 2D Conservation Laws, proceedings ICOSAHOM '98,
Applied Numerical Mathematics, 33, 2000, 407-414.
- D. Levy, G. Puppo, G. Russo, On the Behavior of the Total
Variation in CWENO Methods for Conservation Laws,
proceedings ICOSAHOM '98,
Applied Numerical Mathematics, 33, 2000, 415-421.
- D. Levy, G. Puppo, G. Russo, Central WENO Schemes
for Hyperbolic Systems of Conservation Laws,
Math. Model. and Num. Anal., 33, 1999, 547-571.
- F.Bianco, G.Puppo, G.Russo High order central schemes for
hyperbolic systems of conservation laws, International Series
of Numerical Mathematics, 129, Birkhauser Verlag, 1999,
55-64.
- F. Bianco, G. Puppo, G. Russo, High order central schemes
for hyperbolic systems of
conservation laws, SIAM J. Sci Comp. 21, 1999,
294-322.
- G. Puppo, A vortex-grid method for Prandtl's equations,
SIAM J. Sci. Comp., 20, 1999, 1229-1251.
- G. Puppo, Bubble stabilization of spectral methods:
the multidimensional case,
J. Sci. Comp., 13, 1998, 115-149.
- C. Canuto, G. Puppo, Bubble stabilization of spectral
Legendre methods for the advection-diffusion equation,
Comp. Meth. Appl. Mech. Eng., 1994, 239-263.
- G. Puppo, Prandtl's equations: numerical results
about singularity formation and a new numerical method,
Ph.D. Thesis, CIMS, NYU, 1990.
