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The presentation discusses the entanglement of control and information and communication technologies (ICT) in the 21st Century as the basis of intelligent systems. An assessment of the past is presented, discussing the profound technological changes that have taken place during the last 2 decades, especially the changes observed in manufacturing industries. The emerging paradigms of big data and...
In the classical measure theory, the distance between two m-integrable functions f1 and f2 can be defined as L1 norm of |f1 − f2|, i.e. d(f1, f2) = ∫X |f1 − f2|dm. Instead of the Lebesgue integral, the g-integrals with respect to the interval-valued ⊕-measure [μl, μr], where g is an increasing function, is considered, and instead of the distance |f1 − f2|, the function d⊕(f1, f2) is considered. The...
The problem of Suzuki type mappings is currently one of the most interesting topics in the fixed point field. In this paper a fixed point results of Suzuki type using multivalued mappings in fuzzy metric spaces is presented. This solution will improve the current state of art in the field and open Suzuki type problems for further applications.
The authors of this paper analyze the necessity and possibility of constructing and implementing world sustainability model. The starting point of the research is the fact that nature — society — humanity represent unique system elements which are built up on each other. Due to the aforementioned, world management in terms of securing stable and sustainable development is not possible without comprehending...
This paper deals with a new configuration of scheduling problem inspired from a real industrial case which is pasta production. It could be defined as maximal-idle time (limited idle time) and no-wait hybrid flow shop with dedicated machines. Machines on the first stage have a limited idle time interval constraint. To the best of our knowledge, this is the first paper to study constraint of maximal...
This paper deals with Tube Model Predictive Control (MPC) based on Laguerre functions with a Sliding Mode Controller (SMC) as an auxiliary controller. Two types of SMC are implemented: the traditional one and the robust chattering-free discrete-time SMC. It is shown how much the constraints of the nominal Laguerre functions based MPC have to be tightened in order to achieve robust stability and control...
Aggregation operators play an important role in many different theories, such as the integration theory, or the decision making theory. This paper deals with the problem of distributivity for some special class of aggregation operators with a neutral element, and the Mayors's aggregation operators. The results presented here complete some previous research concerning distributivity between the semi-uninorms...
The paper introduces methods that decrease the computational and memory burden of discretisation based affine tensor product model transformation. Their importance comes from the fact, that the computational cost of multi-variate functions' orthonormalization and the amount of accessible memory bound the applicable discretisation density and the number of parameters. The proposed methods can overwhelm...
The paper presents the process of the (PI) proportional integral controller synthesis for a minimum high order phase system without a time delay. The controller projection is realized on the previously reduced order of the system by using “Skogestad half rule” method, applying the matrix Lambert W function, with a pole placement technique.
In this paper the multidimensional pseudo-integrals are introduced. As a consequence of the obtained Fubini's type theorem for the pseudo-integral the generalized Minkowski type inequality for pseudo-integral is proposed.
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