… schemes based on Runge–Kutta methods and affine arithmetic. On a high level, reachability
… In our algorithms, the flow is approximated with affine arithmetic expressions, therefore …

… The second best inclusion is the affine arithmetic form, and in the only analyzed case in
which the Baumann was not the best function, it was the affine arithmetic form the one providing …

… While affine arithmetic is more precise since it remembers linear dependencies between …
as it contains division, a nonlinear operator (for which affine arithmetic is known to be a poor fit). …

… Traditional range estimation methods based on simulations are data dependent and time
consuming whereas analytical methods like interval and affine arithmetic give pessimistic …

… A new general purpose root-finding algorithm has been proposed [1, 2, 5, 6, 7, 8] based on
affine arithmetic and linear programming. The implementation is written in C++ programming …

… Compared with the criterion generated by other ways such as using traditional Interval
Analysis, Affine Arithmetic, or Lipschitz condition, our approach is much better both in speed and …

… A novel quantization error estimation based on affine arithmetic (AA) is presented, as well
as its practical application to the automatic WLA of LTI and non-linear differentiable DSP …

… The computation method employed in this study is developed from the affine arithmetic-based
optimal power flow computation method proposed by Pirnia et al. [21] by incorporating unit …

… Our method is based on the interrelationships betweenaffine forms,affine arithmetic, and …
We use affine arithmetic to convert them to generalized forces, and to sum them up to form …

… use of more accurate affine form enclosures and affine arithmetic. We modify the tests to work
with … We employed affine forms and affine arithmetic to obtain more efficient methods. We …