The absolute value equations (AVE) problem is an algebraic problem of solving. So far, most
of the research has focused on methods for solving AVE, but we address the problem itself …

We describe methods for proving upper and lower bounds on infinite-time averages in
deterministic dynamical systems and on stationary expectations in stochastic systems. The …

The planning and execution of real-world robotic tasks largely depends on the ability to
generate feasible motions online in response to changing environment conditions or goals …

We introduce and analyze numerical companion matrix methods for the reconstruction of
hypersurfaces with crossings from smooth interpolants given unordered or, without loss of …

Eigenvalue problems with uncertainty (viz., fuzzy) may transform these into fuzzy eigenvalue
problems. An artificial neural network (ANN)-based approach has been used in this chapter …

This paper provides an iterative interval-based algorithm which determines whether a
nonlinear system is observable on a given hyperrectangle. Many applications work with a …

We present an algorithm for computing a spectral decomposition of an interval matrix as an
enclosure of spectral decompositions of particular realizations of interval matrices. The …

A nuclear reactor exhibits changing behavior with variation in reactor power. Further,
uncertainties in the measurement of the actual power produced by the reactor, the heat …

This work develops validated numerical methods for linear stability analysis at an
equilibrium solution of a system of delay differential equations (DDEs). In addition to …

In this paper, a rigorous computational method to enclose eigenpairs of complex interval
matrices is proposed. Each eigenpair $ x=(\lambda,\rv) $ is found by solving a nonlinear …