Tveito, Aslak, 1961-....
Tveito, Aslak
Aslak Tveito researcher
VIAF ID: 22306823 ( Personal )
Permalink: http://viaf.org/viaf/22306823
Preferred Forms
- 100 0 _ ‡a Aslak Tveito ‡c researcher
- 200 _ | ‡a Tveito ‡b Aslak ‡f 1961-....
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- 100 1 _ ‡a Tveito, Aslak
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- 100 1 _ ‡a Tveito, Aslak ‡d 1961-
- 100 1 _ ‡a Tveito, Aslak ‡d 1961-
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- 100 1 _ ‡a Tveito, Aslak ‡d 1961-
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- 100 1 0 ‡a Tveito, Aslak, ‡d 1961-
- 100 1 _ ‡a Tveito, Aslak, ‡d 1961-
- 100 1 _ ‡a Tveito, Aslak, ‡d 1961-....
4xx's: Alternate Name Forms (5)
Works
Title | Sources |
---|---|
Approximation of scattered data using smooth grid functions | |
Computing Characterizations of Drugs for Ion Channels and Receptors Using Markov Models | |
Computing the electrical activity in the heart | |
Convergence and stability of the Lax-Friedrichs scheme for a nonlinear parabolic polymer flooding problem | |
Convergence of a non-conservative finite difference scheme for a system of hyperbolic conservation laws | |
Conversations about challenges in computing | |
Einführung in partielle Differentialgleichungen Ein numerischer Zugang | |
Elements of Scientific Computing | |
A front tracking method for conservation laws in one dimension | |
Instability of Buckley-Leverett flow in heterogeneous media | |
Introduction to partial differential equations a computational approach | |
Iterative metoder for løsning av usymmetriske lineære likningssystemer | |
Maximum principles for a class of conservation law | |
Modeling Excitable Tissue : The EMI Framework | |
Numerical methods and software tools in industrial mathematics, 1997: | |
A numerical study of optimized sparse preconditioners | |
Numeriske metoder i kontinuumsmekanikk | |
On the stability of relaxed incomplete LU factorizations | |
A Riemann solver for a two-phase multicomponent process | |
RILU preconditioning : a computational study | |
A simplified MILU-like preconditioner for elliptic problems | |
Simula Research Laboratory by Thinking Constantly about it | |
The solution of nonstrictly hyperbolic conservation laws may be hard to compute | |
Solving PDEs in Python : the FEniCS tutorial I | |
Systems of nonlinear partial differential equations modeling polymer flooding | |
Verktøy i industriell matematikk |