When simulating a mechanism from science or engineering, or an industrial process, one is
frequently required to construct a mathematical model, and then resolve this model …

Research on spatio-temporal geostatistical modeling remains a critical challenge in
numerous scientific and engineering disciplines. This paper introduces a novel extension of …

We consider linear parameterized systems A(μ)x(μ)=b for many different μ, where A is large
and sparse and depends nonlinearly on μ. Solving such systems individually for each μ …

This book is a revised, updated, and augmented version of the out-of-print classic book
Finite Element Methods for Navier-Stokes Equations by Girault and Raviart published by …

Eigenproblems and their nonlinear generalizations appear as important problems in a wide
variety of fields, ranging from quantum chemistry and vibration analysis to macroeconomics …

This thesis investigates the environmental impact of solving linear systems with a parallel
solver for sparse matrices. Possible optimization strategies are first explored through a …

Boundary element method is a widely used numerical tech-nique to solve partial differential
equations (PDEs). Although the solution of linear PDEs with linear boundary conditions is …

Boundary element method is a widely used numerical technique to solve partial differential
equations (PDEs). Although the solution of linear PDEs with linear boundary conditions is …

Pri predmetu bomo obravnavali iterativne numericne metode za reševanje sistemov
linearnih enacb in racunanje lastnih vrednosti in vektorjev. Gre za nadgradnjo metod, ki smo …