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Validation of the inclusive competences scale for educators (InComSEdu)
Tina Štemberger, Vanja Riccarda Kiswarday, 2016, original scientific article

Abstract: The study aimed to construct and validate the Inclusive Competences Scale for Educators (InComSEdu). The basis for item generation was the "Profile of Inclusive Teachers", a document developed by the European Agency for Special Needs and Inclusive Education. Items were measured on a 5-point Likert scale. In order to test the validity and internal consistency of the scale, item analysis, exploratory and confirmatory factor analysis and Cronbach's - were used. On a sample of Slovenian educators factor analyses proved the InComSEdu had seven subscales: Team working and cooperation with others, Implementing knowledge about inclusive education and support, Reflecting on and learning from inclusive practice, Optimising challenges and approaching interdisciplinary, Accepting professional responsibility for each child's development, Promoting resilience and professionality, and Empowering children's life skills. Results indicate that InComSEdu is a valid and reliable instrument for the evaluation of inclusive competences among educators.
Keywords: vzgojitelji, inkluzija, preschool educators, inclusive competences, scale, factor analysis, internal consistency, validation
Published in RUP: 08.08.2016; Views: 2877; Downloads: 663
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Network activities in tourism firms : a cluster segmentation approach
Doris Gomezelj Omerzel, Tina Bratkovič Kregar, 2016, published scientific conference contribution abstract

Keywords: tourism industry, networking, cluster analysis
Published in RUP: 08.08.2016; Views: 2081; Downloads: 72
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Isogeometric analysis with geometrically continuous functions on two-patch geometries
Mario Kapl, Vito Vitrih, Bert Jüttler, Katharina Birner, 2015, original scientific article

Abstract: We study the linear space of Cs-smooth isogeometric functions defined on a multi-patch domain % % R2. We show that the construction of these functions is closely related to the concept of geometric continuity of surfaces, which has originated in geometric design. More precisely, the Cs-smoothness of isogeometric functions is found to be equivalent to geometric smoothness of the same order (Gs-smoothness) of their graph surfaces. This motivates us to call them Cs-smooth geometrically continuous isogeometric functions. We present a general framework to construct a basis and explore potential applications in isogeometric analysis. The space of C1-smooth geometrically continuous isogeometric functions on bilinearly parameterized two-patch domains is analyzed in more detail. Numerical experiments with bicubic and biquartic functions for performing L2 approximation and for solving Poisson%s equation and the biharmonic equation on two-patch geometries are presented and indicate optimal rates of convergence.
Keywords: izogeometrična analiza, geometrijska zveznost, geometrijsko vzezne izogeometrične funkcije, biharmonična enačba, isogeometric analysis, geometric continuity, geometrically continuous isogeometric functions, biharmonic equation, multi-patch domain
Published in RUP: 15.10.2015; Views: 3061; Downloads: 192
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