… The second paper presents the use of affine arithmetic to model typical properties of
mixed-signal devices and check the impact of parameter deviations on the system behavior. The …

… Also comparing interval and (reduced) affine arithmetic as in [9] for the task of CSG modeling
may lead to interesting observations. Another direction would be to work on the interaction …

… affine arithmetic are conceptually identical [17, Sec. 5], we will only consider affine arithmetic
… is a zeroth-order Taylor model and affine arithmetic is a first-order Taylor model when the …

… Through the evaluation of the inclusion form of the PV operator using reduced affine
arithmetic, we are able to robustly guide the computation to regions that may contain features and …

… Performance of the proposed approach is compared with that of previously established
methods, including the affine arithmetic-based method as well as Monte Carlo simulation method…

… We propose a new hybrid method that uses affine arithmetic and particles to control the
uncertainty propagation, while the protein structure is constructed. The method was successfully …

… [8] presented an affine arithmetic-based method to take into … [9] describes a quadratic
affine arithmetic method that … [20] applied affine arithmetic into radial power flow to reduce …

… Next, the interval optimization model is solved by the improved interval linear programming
method, in which affine arithmetic is applied in the solving progress to get less conservative …

2.5. 5 INTERVAL RECIPROCAL Page 45 2.5. INTERVAL ARITHMETIC 25 Solution: The
intervals are given by Œx D Œ14; 29 and Œy D Œ9; 6: Here, the interval bounds of the two …

… algorithm on finite field GF(28 )and the affine arithmetic on finite field GF(2) . Among those,
the affine arithmetic can eliminate the fixed points 0 and 1 of multiplication on finite field. …