Decrease of attention and an eventual microsleep of an artificial system operator is very dangerous and its early detection can prevent great losses. This chapter deals with a classification of states of vigilance based on analysis of an electroencefalographic activity of the brain. Preprocessing of data is done by the discrete Fourier transform. For the recognition radial basis functions (RBF), learning vector quantization (LVQ), multi-layer perceptron networks, k-nearest neighbor and a method based on Bayesian theory are used. Coefficients of bayes classifier are found using the maximum likelihood estimation. The experiments deal with analysis of human vigilance while their eyes are open. Then the reaction on visual stimuli is investigated. For this experiment 10 volunteers were repeatedly measured. The chapter shows that it is possible to classify vigilance in such conditions.
We continue the study started recently by Agore, Bontea and Militaru in ``Classifying bicrossed products of Hopf algebras'' (2014), by describing and classifying all Hopf algebras $E$ that factorize through two Sweedler's Hopf algebras. Equivalently, we classify all bicrossed products $H_4 \bowtie H_4$. There are three steps in our approach. First, we explicitly describe the set of all matched pairs $(H_4, H_4, \triangleright , \triangleleft )$ by proving that, with the exception of the trivial pair, this set is parameterized by the ground field $k$. Then, for any $\lambda \in k$, we describe by generators and relations the associated bicrossed product, $\mathcal {H}_{16, \lambda }$. This is a $16$-dimensional, pointed, unimodular and non-semisimple Hopf algebra. A Hopf algebra $E$ factorizes through $H_4$ and $H_4$ if and only if $ E \cong H_4 \otimes H_4$ or $E \cong {\mathcal H}_{16, \lambda }$. In the last step we classify these quantum groups by proving that there are only three isomorphism classes represented by: $H_4 \otimes H_4$, ${\mathcal H}_{16, 0}$ and ${\mathcal H}_{16, 1} \cong D(H_4)$, the Drinfel'd double of $H_4$. The automorphism group of these objects is also computed: in particular, we prove that ${\rm Aut}_{\rm Hopf}( D(H_4))$ is isomorphic to a semidirect product of groups, $k^{\times } \rtimes \mathbb {Z}_2$.
Comparative housing research is hindered by attempts to provide broad empirical categorisations of types of Housing Regimes and their equivalents and sweeping cross-country generalisations about their effects. Regime theory is right to recognise the housing provision is and can be organised in different ways but proselytises too strongly. Real issues and policy debates in countries are instead embedded in the existence of specific, tenure related, networks of housing provision and they widely differ across the world. Taking that on board can lead to more fruitful understandings.
The eccentricity of a vertex v of a connected graph G is the distance from v to a vertex farthest from v in G. The center of G is the subgraph of G induced by the vertices having minimum eccentricity. For a vertex v in a 2-edge-connected graph G, the edge-deleted eccentricity of v is defined to be the maximum eccentricity of v in G − e over all edges e of G. The edge-deleted center of G is the subgraph induced by those vertices of G having minimum edge-deleted eccentricity. The edge-deleted central appendage number of a graph G is the minimum difference |V (H)| − |V (G)| over all graphs H where the edgedeleted center of H is isomorphic to G. In this paper, we determine the edge-deleted central appendage number of all trees.
The clay deposit of Vila Nova da Rainha (VNR) is included in the lithostratigraphic formation named "Argilas de Tomar", and is located at the lower section of the Tertiary Tagus’ river basin. Clay from one quarry is being extracted for the production of construction ceramics. In this work the firing transformations undergone by VNR clays containing quartz, alkaline feldspar, iron oxy-hydroxides, and clay minerals have been studied. Carbonates have not been identified in these raw materials. The clay layers can be subdivided in three groups based upon composition and ceramic properties. The first group, VNR0, is represented by smectite-kaolinite sandy-silty clay, the second group (VNR1 and VNR2) corresponds to illite-kaolinite bearing clay and the third group (VNR3 and VNR4) is represented by illite-smectite silty clay. The firing process involves the formation of hematite and mullite both influencing the technical properties of the fired products. With regards to the ceramic properties assessed at 1100 ºC the first group showed the lowest total shrinkage value (7.35 %) the highest water absorption value (12.2 %) and the lowest mechanical bending strength value (12.0 MPa); the same properties assessed in the second group provided the highest firing shrinkage values (7.0-5.0 %), the lowest values of water absorption (0.1-0.2 %) and relatively high mechanical bending strength values (47.8-48.0 MPa); the third group showed firing shrinkage values within the range 3.5-4.2 %, water absorption values within the range 1.4-4.5 %, and the highest mechanical bending strength values (49.2-52.0 MPa). The results of the ceramic properties being appraised indicate that the raw materials being studied are suitable for the production of high-quality construction ceramics, such as brick, roof tile and rustic floor tile., João F. Coroado, Eduardo Ferraz, Celso F. Gomes and Fernando Rocha., and Obsahuje bibliografii
A matrix $A\in M_n(R)$ is $e$-clean provided there exists an idempotent $E\in M_n(R)$ such that $A-E\in \mathop{\rm GL}_n(R)$ and $\det E=e$. We get a general criterion of $e$-cleanness for the matrix $[[a_1,a_2,\cdots ,a_{n+1}]]$. Under the $n$-stable range condition, it is shown that $[[a_1,a_2,\cdots ,a_{n+1}]]$ is $0$-clean iff $(a_1,a_2,\cdots ,a_{n+1})=1$. As an application, we prove that the $0$-cleanness and unit-regularity for such $n\times n$ matrix over a Dedekind domain coincide for all $n\geq 3$. The analogous for $(s,2)$ property is also obtained.
Using results of extensive research in central and company archives, the author studies the cleansing of industrial plants from collaborationists and so-called anti-social elements in Czechoslovakia in 1945. He describes it as a standard-setting process during which the form of a new revolutionary value system and guilt criteria in relation to the occupation past arising therefrom were negotiated and established in practice in factories and plants. Both escalated nationalism and social egalitarianism, sometimes developing into class antagonism, found their use in it. In addition to acts prosecuted under offi cial legislation, the cleansing process incorporated various minor confl icts of employees during the occupation, in particular disputes between subordinates and superiors. For this reason, mainly top-ranking white collars, human resource offi cers, rate setters, and shop foremen were removed from their positions. The articulation of guilt of the above group also worked as an absolution of others, particularly rank-and-fi le workers and white collars, atthe symbolic and psychological level. The selected guilt criteria were subsequently becoming a part of the legitimization pattern of the ongoing revolution. The study illustrates how company councils, acting through investigation commissions which, nevertheless, had to create their own legal rules as they had no position or status defi ned in offi cial legislation, were trying, since mid-May 1945, to regulate, formalize, and unify initial spontaneous actions of employees. However, the legal uncertainty in factories led to a decline of respect to superiors, deterioration of working morale, and devaluation of expertise. In mid-July 1945, organs of the Revolutionary Trade Union Movement intervened into the cleansing process, as they were interested in improving the performance of the nationalized industry. Appeal chambers were established at regional trade union councils as second-instance bodies deciding disputes submitted by industrial plants. In doing so, they were demanding a higher quality of submitted legal documents and supporting assigning the individuals affected by the cleansing to adequate working positions in the production process. In October 1945, results of the company cleansing process were incorporated, under the pressure of trade unions, into offi cial legislation under the so-called Small Retribution Decree. The resulting legal framework was thus an apparent compromise between pre-war legal conventions and moral criteria established during the May 1945 revolution. and Přeložil Jiří Mareš