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Mathematics and chemistry interdisciplinary joint research and the Fukui Project XXVIII
Get PDFpublisherThis is the 28th part of the series of articles that records and further develops essentials of the Mathematics and Chemistry Interdisciplinary Symposium 2013 Tsuyama, whose main themes were symmetry, periodicity, and repetition. The symposium was held on April 5th and 6th in Tsuyama city, Okayama, Japan, in conjunction with the Fukui Project and was devoted to the memory of the late Professor Kenichi Fukui (1981 Nobel Prize) who initiated the project. The present series also provides challenging cross-disciplinary problems which are directly related to the Fukui conjecture, the Global Pattern Identification (GPI) in the Repeat Space Theory (RST), and Artificial Intelligence (AI). Some of these problems are formulated using mathematical language not well known among chemists despite the importance of these notions in elucidating additivity and high-speed asymptotic phenomena in molecules having many repeating identical moieties. The cross-disciplinary interaction between the Repeat Space Theory and the Spatial Anthropology has been discussed in connection with the Science-Art Multi-angle Network (SAM Network) Project, which seeks to bridge Science and Art (visual, audial, and conceptual) for a creative collaboration, and is an important part of the Fukui Project.departmental bulletin pape
Efforts to promote student’s self-learning regarding “Subjects required out-of-class study time” using Control Engineering I
Get PDFpublisherA learning material proposed by the author for a class of “Control Engineering I” has been adopted for three years. To investigate the educational effectiveness of the method, some questionnaires were conducted for students. The result has been shown that the method is very useful for student’s out-of-class studies, and has a certain effort for increase of an out-of-class study.departmental bulletin pape
Mathematics and chemistry interdisciplinary joint research and the Fukui Project XXIII
Get PDFpublisherThis is the 23rd part of the series of articles that records and further develops essentials of the Mathematics and Chemistry Interdisciplinary Symposium 2013 Tsuyama, whose main themes were symmetry, periodicity, and repetition. The symposium was held on April 5th and 6th in Tsuyama city, Okayama, Japan, in conjunction with the Fukui Project and was devoted to the memory of the late Professor Kenichi Fukui (1981 Nobel Prize) who initiated the project. The present series also provides challenging cross-disciplinary problems which are directly related to the Fukui conjecture and to recent carbon nanotube research. Some of these problems are formulated using mathematical language not well known among chemists despite the importance of these notions in elucidating additivity and high-speed asymptotic phenomena in molecules having many repeating identical moieties. Some problems are formulated in terms of Fourier analysis connected to the theory of analytic curves, others are formulated in connection with the Science-Art Multi-angle Network (SAM Network) Project, which seeks to bridge Science and Art (visual, audial, and conceptual) for a creative collaboration, and is an important part of the Fukui Project.departmental bulletin pape
Design and use of polyhedron construction set made of plastic straws and laminated paper nodes
Get PDFpublisherA low-priced polyhedron construction set is made, in which struts made of plastic straws are jointed with laminated paper nodes. Paper nodes designed for constructing Platonic solids and three dimensional tetra-directional node for diamond structure are illustrated. This modeling set is useful for understanding three dimensional structures in crystals, molecules and mathematical polyhedra.departmental bulletin pape
Mathematics and chemistry interdisciplinary joint research and the Fukui Project XXI
Get PDFpublisherThis is the 21st part of the series of articles that records and further develops essentials of the Mathematics and Chemistry Interdisciplinary Symposium 2013 Tsuyama, whose main themes were symmetry, periodicity, and repetition. The symposium was held on April 5th and 6th in Tsuyama city, Okayama, Japan, in conjunction with the Fukui Project and was devoted to the memory of the late Professor Kenichi Fukui (1981 Nobel Prize) who initiated the project. The present series also provides challenging cross-disciplinary problems which are directly related to the Fukui conjecture and to recent carbon nanotube research. Some of these problems are formulated using mathematical language not well known among chemists despite the importance of these notions in elucidating additivity and high-speed asymptotic phenomena in molecules having many repeating identical moieties. Some problems are formulated in terms of Fourier analysis connected to the theory of analytic curves, others are formulated in connection with the Science-Art Multi-angle Network (SAM Network) Project, which seeks to bridge Science and Art (visual, audial, and conceptual) for a creative collaboration, and is an important part of the Fukui Project.departmental bulletin pape
Mathematics and chemistry interdisciplinary joint research and the Fukui Project XX
Get PDFpublisherThis is the 20th part of the series of articles that records and further develops essentials of the Mathematics and Chemistry Interdisciplinary Symposium 2013 Tsuyama, whose main themes were symmetry, periodicity, and repetition. The symposium was held on April 5th and 6th in Tsuyama city, Okayama, Japan, in conjunction with the Fukui Project and was devoted to the memory of the late Professor Kenichi Fukui (1981 Nobel Prize) who initiated the project. The present series also provides challenging cross-disciplinary problems which are directly related to the Fukui conjecture and to recent carbon nanotube research. Some of these problems are formulated using mathematical language not well known among chemists despite the importance of these notions in elucidating additivity and high-speed asymptotic phenomena in molecules having many repeating identical moieties. Some problems are formulated in terms of Fourier analysis connected to the theory of analytic curves, others are formulated in connection with the Science-Art Multi-angle Network (SAM Network) Project, which seeks to bridge Science and Art (visual, audial, and conceptual) for a creative collaboration, and is an important part of the Fukui Project.departmental bulletin pape
Mathematics and chemistry interdisciplinary joint research and the Fukui Project XIX
Get PDFpublisherThis is the 19th part of the series of articles that records and further develops essentials of the Mathematics and Chemistry Interdisciplinary Symposium 2013 Tsuyama, whose main themes were symmetry, periodicity, and repetition. The symposium was held on April 5th and 6th in Tsuyama city, Okayama, Japan, in conjunction with the Fukui Project and was devoted to the memory of the late Professor Kenichi Fukui (1981 Nobel Prize) who initiated the project. The present series also provides challenging cross-disciplinary problems which are directly related to the Fukui conjecture and to recent carbon nanotube research. Some of these problems are formulated using mathematical language not well known among chemists despite the importance of these notions in elucidating additivity and high-speed asymptotic phenomena in molecules having many repeating identical moieties. Some problems are formulated in terms of Fourier analysis connected to the theory of analytic curves, others are formulated in connection with the Science-Art Multi-angle Network (SAM Network) Project, which seeks to bridge Science and Art (visual, audial, and conceptual) for a creative collaboration, and is an important part of the Fukui Project.departmental bulletin pape
An examination of argument about derogation from the European Convention on Human Rights in overseas military operations
Get PDFpublisherThe purpose of this study is to examine the argument about derogation from the European Court of Human Rights (ECHR) in overseas operations of British Armed Forces. Over the past ten years the Armed Forces and the Ministry of Defence have faced an unprecedented number of legal cases, for instance the case of Susan Smith which was concerning “the right to life” of British soldiers at the armed conflict occurred in Iraq. On 4 October 2016, the Government announced that in order to protect the Armed Forces from “persistent legal claims” it would introduce a presumption to derogate from ECHR. From 14 December 2016 Joint Committee on Human Rights of Parliament started to scrutinize the reasons for any proposed derogation.departmental bulletin pape