2007 |
16 | EE | Dieter Britz,
Thomas Britz,
Keisuke Shiromoto,
Henrik Kragh Sørensen:
The Higher Weight Enumerators of the Doubly-Even, Self-Dual [48, 24, 12] Code.
IEEE Transactions on Information Theory 53(7): 2567-2571 (2007) |
2003 |
15 | EE | Dieter Britz,
Ole Østerby,
Jörg Strutwolf:
Damping of Crank-Nicolson error oscillations.
Computational Biology and Chemistry 27(3): 253-263 (2003) |
14 | EE | Dieter Britz,
Jörg Strutwolf:
Higher-order spatial discretisations in electrochemical digital simulations. Part 4. Discretisation on an arbitrarily spaced grid.
Computational Biology and Chemistry 27(3): 327-337 (2003) |
2002 |
13 | EE | Dieter Britz,
Ole Østerby,
Jörg Strutwolf,
Tom Koch Svennesen:
High-order Spatial Discretisations in Electrochemical Digital Simulation. Part 3. Combination with the Explicit Runge-Kutta Algorithm.
Computers & Chemistry 26(2): 97-103 (2002) |
2001 |
12 | EE | Jörg Strutwolf,
Dieter Britz:
High Order Spatial Discretisations in Electrochemical Digital Simulation. 2. Combination with the Extrapolation Algorithm.
Computers & Chemistry 25(2): 205-214 (2001) |
11 | EE | Jörg Strutwolf,
Dieter Britz:
Erratum to "High Order Spatial Discretisations in Electrochemical Digital Simulation. 2. Combination with the Extrapolation Algorithm": [Computers & Chemistry 25(2001) 205-214].
Computers & Chemistry 25(5): 509 (2001) |
10 | EE | Jörg Strutwolf,
Dieter Britz:
High Order Spatial Discretisations in Electrochemical Digital Simulation. 2. Combination with the Extrapolation Algorithm.
Computers & Chemistry 25(5): 511-520 (2001) |
2000 |
9 | EE | Dieter Britz,
Jörg Strutwolf:
High-order Spatial Discretisations in Electrochemical Digital Simulation. 1. Combination with the BDF Algorithm.
Computers & Chemistry 24(6): 673-684 (2000) |
1999 |
8 | EE | Klaus Johannsen,
Dieter Britz:
Matrix Stability of the Backward Differentiation Formula in Electrochemical Digital Simulation.
Computers & Chemistry 23(1): 33-41 (1999) |
1998 |
7 | EE | Dieter Britz:
Time Shift Artifacts and Start-up Protocols with the BDF Method in Electrochemical Digital Simulation.
Computers & Chemistry 22(2-3): 237-243 (1998) |
6 | EE | Dieter Britz:
Stability of the Backward Differentiation Formula (FIRM) Applied to Electrochemical Digital Simulation.
Computers & Chemistry 22(2-3): 267 (1998) |
1997 |
5 | EE | Dieter Britz:
Stability of the Backward Differentiation Formula (FIRM) Applied to Electrochemical Digital Simulation.
Computers & Chemistry 21(2): 97-108 (1997) |
4 | EE | Leslaw K. Bieniasz,
Ole Østerby,
Dieter Britz:
The Effect of the Discretization of the Mixed Boundary Conditions on the Numerical Stability of the Crank-Nicolson Algorithm of Electrochemical Kinetic Simulations.
Computers & Chemistry 21(6): 391-401 (1997) |
1995 |
3 | EE | Leslaw K. Bieniasz,
Ole Østerby,
Dieter Britz:
Numerical Stability of Finite Difference Algorithms for Electrochemical Kinetic Simulations: Matrix Stability Analysis of the Classic Explicit, Fully Implicit and Crank-Nicolson Methods and Typical Problems Involving Mixed Boundary Conditions.
Computers & Chemistry 19(2): 121-135 (1995) |
2 | EE | Leslaw K. Bieniasz,
Ole Østerby,
Dieter Britz:
Numerical Stability of Finite Difference Algorithms for Electrochemical Kinetic Simulations. Matrix Stability Analysis of the Classic Explicit, Fully Implicit and Crank-Nicolson Methods, Extended to the 3- and 4-point Gradient Approximation at the Electrodes.
Computers & Chemistry 19(4): 351-355 (1995) |
1 | EE | Leslaw K. Bieniasz,
Ole Østerby,
Dieter Britz:
Numerical Stability of the Saul'yev Finite Difference Algorithms for Electrochemical Kinetic Simulations: Matrix Stability Analysis for an Example Problem Involving Mixed Boundary Conditions.
Computers & Chemistry 19(4): 357-370 (1995) |