On Orthogonal Linear ...1 Approximation.
On Orthogonal Series Solution For Boundary Layer Problems
On orthonormal product systems.
On Ostrowski's fundamental existence theorem.
On Ostrowski's fundamental existence theorem in the complex case.
On parallel two-stage methods for Hermitian positive definite matrices with applications to preconditioning.
On parameter estimation in an in vitro compartmental model for drug-induced enzyme production in pharmacotherapy
A pharmacodynamic model introduced earlier in the literature for in silico prediction of rifampicin-induced CYP3A4 enzyme production is described and some aspects of the involved curve-fitting based parameter estimation are discussed. Validation with our own laboratory data shows that the quality of the fit is particularly sensitive with respect to an unknown parameter representing the concentration of the nuclear receptor PXR (pregnane X receptor). A detailed analysis of the influence of that parameter...
On Patched Variational Principles with Application to Elliptic and Mixed Elliptic-Hyperbolic Problems.
On perfect conditioning of Vandermonde matrices on the unit circle.
On p-Generator Fully Symmetric Quadrature Rules.
On phase segregation in nonlocal two-particle Hartree systems
We prove the phase segregation phenomenon to occur in the ground state solutions of an interacting system of two self-coupled repulsive Hartree equations for large nonlinear and nonlocal interactions. A self-consistent numerical investigation visualizes the approach to this segregated regime.
On piecewise linear approximation of quadratic functions.
On polynomial equations in Banach space, perturbation techniques and applications.
On polynomial robustness of flux reconstructions
We deal with the numerical solution of elliptic not necessarily self-adjoint problems. We derive a posteriori upper bound based on the flux reconstruction that can be directly and cheaply evaluated from the original fluxes and we show for one-dimensional problems that local efficiency of the resulting a posteriori error estimators depends on only, where is the discretization polynomial degree. The theoretical results are verified by numerical experiments.
On preconditioning Schur complement and Schur complement preconditioning.
On pricing American and Asian options with PDE methods.
On projection-difference analogues of the identity operator
On projective methods of approximate solution of singular integral equations.
On properties of binary random numbers
On properties of some matrix splittings.