… To (partially) overcome this restriction, affine arithmetic has been developed. … Affine Arithmetic
In affine arithmetic, a range of values is represented as a multivariate polynomial of degree …

… In Section II we describe uncertainty tables and give a brief summary affine-arithmetic
based symbolic simulation. In Sections III and IV we describe the industrial case study. The …

… The concept of affine arithmetic and its applications in computer graphics … affine arithmetic
can overcome it. Further, the concepts, properties, and several applications of affine arithmetic …

… 2.1 Affine arithmetic, zonotopes and affine sets Affine arithmetic is an extension of interval
arithmetic on affine forms, first introduced in [2], that takes into account affine correlations …

… ∎ Affine arithmetic keeps track of first-order correlation between computed and input … ∎
Numerical evidence suggests that affine arithmetic is a competing linearization compared to the …

… On the other hand, affine arithmetic (AA) [7], which is a novel … With our motivation in mind,
we employ affine arithmetic in … A short introduction to interval and affine arithmetic is pre…

… The hybrid method, ICAT, combines four techniques, including Interval arithmetic, consistency
checking, affine arithmetic and arithmetic transform and is the only method that is aware …

… The definitions and notation used in this paper deviate somewhat from the affine arithmetic
… Affine arithmetic defines objects called affine quantities that represent sets of elements from …

… Affine Arithmetic labels the ranges by symbols which allows the instant backtracking of
the system response contributions to their sources. Although the most published work …

… Indeed, if we use affine arithmetic on the same … or affine arithmetic computation implies
the correctness of our overall approach: for each operation in interval or affine arithmetic the …