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Titlebook: Smart Education and e-Learning - Smart Pedagogy; Vladimir L. Uskov,Robert J. Howlett,Lakhmi C. Jain Conference proceedings 2022 The Editor

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Analysis of Student Outcomes in the Remote Laboratory NetLab with Real-Time Supportasingly shared, also internationally, helping the students to have a global exposition to their learning, sharing and collaborating. This paper concentrates on analysis of student outcomes in the remote laboratory NetLab at the University of South Australia in Adelaide, with a real-time student support system.
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https://doi.org/10.1007/978-981-19-3112-3Smart Education; Smart e-Learning; Smart Technology Applications in Education and e-Learning; Smart Soc
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Karsten Henke,Johannes Nau,Detlef Streitferdtfirst order. Starting from first-order logic and some of the Zermelo-Fraenkel axioms (extensionality, empty set, pairing, power set, separation, and union), where all objects under consideration are sets, the chapter first derives relations between sets, subsets, supersets, unions, intersections, an
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Vladimir L. Uskov,Jeffrey P. Bakken,Prasanthi Putta,Sneha Nagamalla,Muthumari Nammalwar,Deepali Krisand second-order reasoning in a natural way to illustrate the fact that second-order logic is actually a familiar part of our traditional intuitive logical framework and that it is not an artificial formalism created by specialists for technical purposes. To illustrate some of the main relationships
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John P. Doran,Vladimir L. Uskove way. Kleene (.) defined a coding ⌜.⌝.} and a ... ε Λ° such that: ...(Kleene did it for the .-calculus, but the result is valid also for the .-calculus.) In this style one can construct a . Δ.ε Λ° such that: ...The terms .. and Δ.are complicated. .. appears also in . under the name form. They depen
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Lyudmila V. Glukhova,Svetlana A. Gudkova,Elena N. Korneeva,Aizhan Omarovaemantics for intutionistic logic, but its frames use a ternary accessibility relation instead of a binary one. The representation is foreshadowed in the work of Lyndon as well as by the representation of Boolean algebras with operators by Jónsson and Tarski, but the aim here is to make it explicit a
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