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This paper presents a novel approach for discrete geometry processing in multisensor coordinate metrology.
Iterated local search (ILS) is a well-known approach for discrete optimization, combining perturbation and hill-climbing within an iterative framework.
This paper presents a control synthesis approach for discrete event systems modelled by ordinary Petri Nets (PN) to solve a forbidden state problem.
The objective of this paper is to present a newly-developed approach for discrete element simulation of realistic particle shapes in stone-based mixtures through a MATLAB-based imaging process and PFC5.0 Suite-based FISH codes to achieve both accuracy and efficiency.
In this case, phylogenetic signal was computed with Pagel's λ [ 16, 18], a more appropriate approach for discrete traits.
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This paper presents a new control design approach for discrete-event systems described by Input/Output automata.
It is argued that this gives a natural approach for discrete-time systems with commands bounded in slope.
A novel state dependent control approach for discrete-time nonlinear systems with general performance criteria is presented.
The paper deals with the problem of timed state space generation and exploration in the frame of simulation optimization approach for discrete-event systems.
The paper presents a new robust control strategy based on a synergetic control theory (SCT) approach for discrete-time linear time varying (LTV) systems in the presence of unknown disturbance.
This paper presents a stabilization approach for discrete-time nonlinear positive systems with delays via T-S fuzzy model which is developed for both state feedback and observer-based output feedback cases.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com