Bonito, Andrea - Department of Mathematics, Texas A&M University

Advanced Search

Bonito, Andrea - Department of Mathematics, Texas A&M University

MIXED FINITE ELEMENT METHOD FOR ELECTROWETTING ON DIELECTRIC WITH CONTACT LINE PINNING
Dynamics of Biomembranes: Effect of the Bulk Fluid A. Bonito 1
Andrea Bonito Texas A&M University -Department of Mathematics
A Numerical Method for Fluid Flows with Complex Free Surfaces
GEOMETRICALLY CONSISTENT MESH MODIFICATION A. BONITO, R.H. NOCHETTO, AND M.S. PAULETTI
APPROXIMATION OF THE EIGENVALUE PROBLEM FOR THE TIME HARMONIC MAXWELL SYSTEM BY CONTINUOUS
CONVERGENCE ANALYSIS OF VARIATIONAL AND NON-VARIATIONAL MULTIGRID ALGORITHMS FOR THE
Numerische Mathematik manuscript No. (will be inserted by the editor)
A REMARK ON A THEOREM OF DORE CONCERNING MAXIMAL REGULARITY
MATHEMATICAL ANALYSIS OF A SIMPLIFIED HOOKEAN DUMBBELLS MODEL ARISING FROM VISCOELASTIC FLOWS
QUASI-OPTIMAL CONVERGENCE RATE OF AN ADAPTIVE DISCONTINUOUS GALERKIN METHOD
Towards self-organization of decaying surface corrugations: A numerical study Andrea Bonito,1,2
Mathematical Modelling and Numerical Analysis Will be set by the publisher Modelisation Mathematique et Analyse Numerique
Numerical simulation of 3D viscoelastic flows with free surfaces
MODELING VISCOELASTIC FLOWS USING REFLECTED STOCHASTIC DIFFERENTIAL EQUATIONS
Andrea Bonito Texas A&M University -Department of Mathematics
Viscoelastic Flows with Complex Free Surfaces : Numerical Analysis and Simulation
Parametric FEM for Geometric Biomembranes Andrea Bonitoa,1
A CONTINUOUS INTERIOR PENALTY METHOD FOR VISCOELASTIC FLOWS
A face penalty method for the three fields Stokes equation arising from Oldroyd-B
TIME-DISCRETE HIGHER ORDER ALE FORMULATIONS: STABILITY ANDREA BONITO, IRENE KYZA, AND RICARDO H. NOCHETTO