Download Advances in Systems Science: Proceedings of the by Jerzy Świątek, Jakub M. Tomczak PDF

By Jerzy Świątek, Jakub M. Tomczak

This booklet gathers the conscientiously reviewed complaints of the nineteenth foreign convention on structures technology, offering fresh examine findings within the parts of synthetic Intelligence, computing device studying, Communication/Networking and knowledge know-how, keep an eye on thought, selection aid, snapshot Processing and desktop imaginative and prescient, Optimization options, trend acceptance, Robotics, provider technological know-how, Web-based prone, doubtful platforms and Transportation platforms. The overseas convention on structures technology was once held in Wroclaw, Poland from September 7 to nine, 2016, and addressed quite a number themes, together with structures conception, regulate concept, computer studying, synthetic intelligence, sign processing, communique and data applied sciences, transportation structures, multi-robotic platforms and unsure structures, in addition to their purposes. the purpose of the convention is to supply a platform for communique among younger and validated researchers and practitioners, fostering destiny joint examine in platforms science.

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The weights of models are updated at each iteration, unlike the original version, where the weights were updated periodically after p iterations. • Modified version of DWM starts with m prediction models. The original version starts with one model. 2 Dynamic Weighted Majority with Decomposition In addition to the modified DWM described in previous section, we have proposed further modification of this method. The main difference lies in decomposition of the time series. Each part of incoming data stream is represented as a time series that can be further categorized to three types of time series patterns: trend, seasonal and cyclic [3].

This may correspond in practice to monitoring (or back-monitoring) of selected individual vehicles in road traffic. The universe has thus the form of a Cartesian product U ¼ S1 Â S2 Â . . Â SN ð4Þ consisting of KN N-tuples and the relation Ξ being to be recognized is described by the statement: “x 2Ξ iff x consists of elements representing the same real object” Solution of the problem consists thus in finding in U all N-tuples ω satisfying a relation Ξ of “representing the same real object”. This needs, first of all, establishment the criteria of assigning tracks to fixed, individual objects Two such criteria are Relation Recognition Problems and Algebraic Approach to Their Solution 29 possible: 1st, the similarity of tracks if they present the appearance of real objects, 2nd, proximity of tracks in consecutive snapshots.

Example 1. It is given an Euclidean plane E2 with a system of Cartesian coordinates (u, v). It is taken into consideration an universe U = E2× E2× E2 of triplets of points laying on E2. It is also given a relation Ξ & U described by the predicate: “The triplet of points [Pi, Pj, Pk] constitute vertices of an equilateral triangle”, Let it be given a triplet of points x = [(ui, vi), (uj, vj), (uk, vk)]. Check whether x is a syndrome of Ξ. In this case a direct assessment of logical value of the statement: “[(ui, vi), (uj, vj), (uk, vk)] constitute vertices of an equilateral triangle” is impossible.

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