By Zygmunt Kuś, Sławomir Fraś (auth.), Aleksander Nawrat, Krzysztof Simek, Andrzej Świerniak (eds.)
One of the world’s major difficulties within the box of nationwide defense is safety of borders and borderlands. This publication addresses a number of concerns on complex cutting edge equipment of multi-level regulate of either flooring (UGVs) and aerial drones (UAVs). these gadgets mixed with cutting edge algorithms develop into self sufficient gadgets able to patrolling selected borderland parts by means of themselves and immediately tell the operator of the process approximately capability position of detection of a particular incident. this can be accomplished by utilizing sophisticated
methods of new release of non-collision trajectory for these sorts of items and allowing automated integration of either flooring and aerial unmanned cars.
The issues incorporated during this booklet additionally conceal presentation of whole details and communique know-how (ICT) structures in a position to keep an eye on, remark and detection of assorted different types of incidents and threats. This ebook is a important resource of data for constructors and builders of such recommendations for uniformed companies. Scientists and researchers eager about machine imaginative and prescient, photo processing, info fusion, keep watch over algorithms or IC can locate many necessary feedback and recommendations. a number of demanding situations for such structures also are provided.
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Additional info for Advanced Technologies for Intelligent Systems of National Border Security
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Unfortunately, if the family Σ is not just a single matrix, the computation of ρ (Σ ) and ρ∗ (Σ ) are not easy tasks at all. The problem of numerical computation of ρ (Σ ) and ρ∗ (Σ ) is discussed in -, ,  and ; see also the references therein. 5 Central Exponents: Definitions and Basic Properties Using the concept of central exponents of families of sequences, we now define the concept of upper and lower central exponents of system (12). Definition 5. The upper (lower) sequence of (1) is upper (lower) sequence of the family x(n + 1, x0) ln : x0 ∈ R s , x0 = 1 .
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