To implement a floating point system using fixed point representation, it is needed to determine
the swing and resolution. In the fixed point representation, swing determines the Integer …

… In this approach, parameter variations and tolerances are maintained as symbolic ranges
during numerical simulation runs by using affine arithmetic. Maintaining parameter variations …

… To cope with the dependence problem, revised affine arithmetic with a new affine ap… In
this study, revised affine arithmetic is used for bounding the ranges of (3) and (4). In the …

… A technique based on affine arithmetic for converting state variable into polar form is also
presented. The proposed method has been implemented using MATLAB and INTLAB toolbox …

… interval and affine arithmetic is proposed in this paper. First, AC and DC interval power flow
model is constructed based on the relationship between interval and affine arithmetic, and …

… An affine arithmetic-based interval point estimation method (AIPEM) is put forward to solve
the … Affine arithmetic is used to reduce the interval expansion in the interval calculation, and to …

… In this chapter, we present an extension of the affine arithmetic which we call quadratic
arithmetic (QA) [10]. Quadratic affine forms (QF) will be denoted by () in this paper. A QF consists …

… with friction, modelling the interaction between fingertips and objects as joints with clearances
rather than ideal instances, and then approximating clearances via affine arithmetic to …

… BUGF-based reliability analysis method is validated by an illustrative example and compared
with the interval UGF (IUGF)-based methods with interval arithmetic or affine arithmetic. …

… such as interval arithmetic, affine arithmetic, and mathematical … , interval arithmetic, affine
arithmetic, and linear programming … ·Branch and prune· Interval arithmetic·Affine arithmetic …