New Insights into Geometrical Transformations

Dear Colleagues,

The discussion about geometrical transformation is usually associated with a way of re-elaborating answers to the big question about what geometry is, where answers have been given by Hilbert, Klein, Yaglom, and others. From the works of Hoffer, Hiebert et al., we identify six elements to consider in the analysis of geometrical transformation: The geometrical transformation as an object, terminology and types of geometrical transformations, relationships and hierarchy in the notion of transformations, transformations as process or change, communication and reasoning with geometrical transformations, and cultural and historical elements in geometrical transformations.

The identification of each of these categories is based on the indicators that must be obtained in the various investigations that we seek to present in this Special Issue.

This process of generating indicators allows us to establish a stable analysis scheme that is finally the one we are trying to present to the scientific community of the Mathematics journal of MDPI. We invite researchers and scientists to contribute with the conceptual and empirical manuscripts in the Special Issue that should represent significant contributions in which different research perspectives of analysis should be adopted developing specific topics, such as New Insights into Geometrical Transformations.

This Special Issue focuses on a multidisciplinary research approach, in which several research areas have been involved: mathematical logic and mathematical foundation; algebraic geometry; geometry; computational mathematics; combinatorial mathematics; fuzzy mathematics; applied mathematics; and other areas of mathematical sciences.

Prof. Dr. Joaquin Giménez
Prof. Dr. Xhevdet Thaqi
Guest Editors

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