… , in [9], in order to predict the thermal behaviour on short and long time horizons, also in the
presence of data uncertainties, an interesting approach, based on the use Affine Arithmetic, …

The article dwells on the interval extension of the bisection approach for solving nonlinear
equations with interval-valued parameters, ie the ones that might have values from the …

… Otherwise, one should resort to standard multiplication rules for affine forms [3], [4] since
the goal in affine arithmetic is to minimize the “volume” of the implied zonotopes, not just the …

… In [10, 11], an affine arithmetic method is proposed to solve boundary load flow with
uncertain generation sources. In [9], the authors propose a range arithmetic-based optimisation …

W artykule przedstawiono podejście do modelowania i symulacji przy użyciu programu
Electrical Transient Analyzer-programu do oceny wielkości i skutków harmonicznych ze …

… Further improvements can be made by using more sophisticated ideas from verified numerics
such as affine arithmetic or Taylor models. Similar methods have already been formalized …

This paper proposes a semi-formal methodology for modeling and verification of analog
circuits behavioral properties using multivariate optimization techniques. Analog circuit …

… The FRF of systems with uncertain-but-bounded parameters was also evaluated by Manson
[10] employing both the complex interval analysis and the complex affine arithmetic. De …

… Chapter 2 starts from a brief introduction to affine arithmetic. Next, revised affine forms,
which constitute the basis for the proposed algorithmic framework, are presented. The revised …

This paper represents a stochastic approach for long-term optimal resource expansion
planning of a grid-connected microgrid (MG) containing different technologies as intermittent …