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Faculty of Humanities and Social Sciences, University of Split
Cognitive-motivation strategies of learning regulation on the example of the fantasy novel Pinocchio
The goal of the research is to look at the developmental path of Collodi’s hero Pinocchio, from egocentric to self-responsible in setting goals, monitoring, regulating and controlling his own behaviour, learning and motivation through the prism of the SRL model (Pintrich, 2004). By applying the qualitative methodology, we have tried to examine whether and in what way the teaching practice of SRL encourages students. The research corpus from which we sample units for qualitative thematic analysis...
Preuzmite dokument 2023 Tatjana Novović
ASME International
Uncoupling of Linear Multi-Degree-of-Freedom Damped Gyroscopic Potential Systems
Abstract This paper deals with the uncoupling of linear damped multi-degree-of-freedom gyroscopic potential systems in which the damping is taken to have a specifically chosen form. Necessary and sufficient conditions are obtained that guarantee the uncoupling of such damped systems into independent subsystems with at most two degrees-of-freedom. Along with several other results, it is shown that when the potential (stiffness) matrix of the damped system has distinct eigenvalues—a...
Preuzmite dokument 2023 Ranislav M. Bulatovic , Firdaus E. Udwadia
MDPI AG
The Role of Endocan in Cardiometabolic Disorders
Discovered two decades ago, endocan still represents an intriguing biomarker related to inflammation. Endocan is a soluble dermatan sulphate proteoglycan secreted by endothelial cells. Its expression is observed in tissues related to the enhanced proliferation, especially hepatocytes, lungs, kidneys, etc. Endocan has been investigated in many cardiometabolic disorders that are tightly connected with inflammation, such as type 2 diabetes mellitus, hypertension, atherosclerotic cardiovascular disease,...
Preuzmite dokument 2023 Aleksandra Klisic , Dimitrios Patoulias
SAGE Publications
Treatment with Proprotein Convertase Subtilisin/Kexin Type 9 Inhibitors (PCSK9i): Current Evidence for Expanding the Paradigm?
Background: Proprotein convertase subtilisin/kexin type 9 inhibitors (PCSK9i) are low-density lipoprotein cholesterol (LDL-C)-lowering drugs that play a critical role in lipoprotein clearance and metabolism. PCSK9i are used in patients with familial hypercholesterolemia and for the secondary prevention of acute cardiovascular events in patients with atherosclerotic cardiovascular disease (CVD). Methods: We focused on the literature from 2015, the year of approval of the PCSK9 monoclonal antibodies,...
Preuzmite dokument 2023 Emir M. Muzurović , Manfredi Rizzo , Angelo Maria Patti , Manyoo A. Agarwal , Wael Almahmeed , Rosaria Vincenza Giglio , Aleksandra Klisic , Peter P. Toth , Marcello Ciaccio
Faculty of Philology - University of Montenegro
IN-SCHOOL READING AND FREE CHOICES – WHAT THE EIGHTH-GRADERS PREFER AND WHY
Reading literacy is a key factor in education, life, and work in the modern age, which is recognized in the Montenegrin subject curricula for teaching the mother tongue and literature in primary (2017) and secondary schools (2020) and is noticeable in educational and knowledge outcomes aimed at the development of both different reading strategies and this demanding cognitive skill as a whole. Concerning the described topic, in this paper, we also cite the results of research into the reading interests...
Preuzmite dokument 2023 Dušanka Popović
Steklov Mathematical Institute
The orbit spaces $G_{n,2}/T^n$ and the Chow quotients $G_{n,2}//(\mathbb C^{\ast})^n$ of the Grassmann manifolds $G_{n,2}$
Комплексные многообразия Грассмана $G_{n,k}$ являются фундаментальными объектами в развитии взаимосвязей алгебраической геометрии и алгебраической топологии. Случай $k=2$ выделяется особо, так как многообразия $G_{n,2}$ обладают несколькими замечательными свойствами, отличающими их от многообразий с $k>2$. Эта статья посвящена результатам, существенно использующим специфику многообразий $G_{n,2}$. Они относятся к известным задачам о каноническом действии алгебраического тора $(\mathbb{C}^{\ast})^n$...
Preuzmite dokument 2023 Victor Matveevich Buchstaber , Svjetlana Terzic
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