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Paragogy
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The Peeragogy Handbook
A resource for self-organizing self-learners
Concept Invention
This book introduces a computationally feasible, cognitively inspired formal model of concept invention, drawing on Fauconnier and Turner's theory of conceptual blending, a fundamental cognitive operation. The chapters present the mathematical and computational foundations of concept invention, discuss cognitive and social aspects, and further describe concrete implementations and applications in the fields of musical and mathematical creativity. Featuring contributions from leading researchers in formal systems, cognitive science, artificial intelligence, computational creativity, mathematical reasoning and cognitive musicology, the book will appeal to readers interested in how conceptual blending can be precisely characterized and implemented for the development of creative computational systems.
Re-imagining the Art School
This book proposes ‘paragogic’ methods to re-imagine the art academy. While art schooling was revolutionised in the early 20th century by the Bauhaus, the author argues that many art schools are unwittingly recycling the same modernist pedagogical fashions. Stagnating in such traditions, today’s art schools are blind to recent advances in the scholarship of teaching and learning. As discipline-based education research in art eternally battles the perceived threat of epistemicide, transformative educational practices are rapidly overcoming the perennialism of the art school. The author develops critical case studies of open source and peer-to-peer methods for re-imagining the art academy (para-academia) and andragogy (paragogy). This innovative book will be of interest and value to students and scholars of the art school, as well as how the art academy can be reimagined and rebuilt.
Artificial Mathematical Intelligence
This volume discusses the theoretical foundations of a new inter- and intra-disciplinary meta-research discipline, which can be succinctly called cognitive metamathematics, with the ultimate goal of achieving a global instance of concrete Artificial Mathematical Intelligence (AMI). In other words, AMI looks for the construction of an (ideal) global artificial agent being able to (co-)solve interactively formal problems with a conceptual mathematical description in a human-style way. It first gives formal guidelines from the philosophical, logical, meta-mathematical, cognitive, and computational points of view supporting the formal existence of such a global AMI framework, examining how much ...
Adaptation Studies and Learning
Adaptation Studies is a fast-emerging discipline which has expanded into other areas of media scholarship. With its roots in literature and film, this discipline can be applied to much broader uses, even as a process that governs every aspect of our lives. Indeed, by expanding the scope of "adaptation" to encompass a larger perspective, this discipline can promote lifelong learning that emphasizes communication, social interaction, and aesthetic engagement. In Adaptation Studies and Learning: New Frontiers, Laurence Raw and Tony Gurr seek to redefine the ways in which adaptation is taught and learned. Comprised of essays, reflections, and "learning conversations" about the ways in which this...
Computational Creativity Research: Towards Creative Machines
Computational Creativity, Concept Invention, and General Intelligence in their own right all are flourishing research disciplines producing surprising and captivating results that continuously influence and change our view on where the limits of intelligent machines lie, each day pushing the boundaries a bit further. By 2014, all three fields also have left their marks on everyday life – machine-composed music has been performed in concert halls, automated theorem provers are accepted tools in enterprises’ R&D departments, and cognitive architectures are being integrated in pilot assistance systems for next generation airplanes. Still, although the corresponding aims and goals are clearl...
Intelligent Computer Mathematics
This book constitutes the refereed proceedings of the 10th International Conference on Intelligent Computer Mathematics, CICM 2017, held in Edinburgh, Scotland, in July 2017. The 22 full papers and 3 abstracts of invited papers presented were carefully reviewed and selected from a total of 40 submissions. The papers are organized in three tracks: the Calculemus track examining the integration of symbolic computation and mechanized reasoning; the Digital Mathematics Libraries track dealing with math-aware technologies, standards, algorithms, and processes; the Mathematical Knowledge Management track being concerned with all aspects of managing mathematical knowledge, in informal, semi-formal, and formal settings. An additional track Systems and Projects contains descriptions of systems and relevant projects, both of which are key to a research topic where theory and practice interact on explicitly represented knowledge.
