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This revised new edition containing numerous new and heavily updated chapters provides readers with the essential information needed to understand the central topics of terminology in healthcare, the understanding of which is an asset to be leveraged in care and research. Twenty-five years ago the notion that terminology should be concept-based was all but unknown in healthcare; now almost all important terminologies are at least partly concept-based. With no general model of what a terminology was or should be, there were no tools to support terminology development and maintenance. Steady progress since then has improved both terminology content and the technology and processes used to sust...
Interest in acoustics continues to increase. Although this branch of science was concerned primarily with the promotion of qualitative and quantitative sound transmission until a few decades ago, emphasis is currently placed also on the limitation of sound nuisance and, by extension, the setting of boundaries for permissible sound levels in places \vhere people are found. This last aspect in particular is exercising more and more influence on the design of buildings and machines, and in town and country planning. In addition, sound vibrations, because of their physical characteristics, are being used increasingly in disparate disciplines such as navigation, medical investigation and non dest...
This book offers a self-contained guide to the theory and main applications of soft sets. It introduces readers to the basic concepts, the algebraic and topological structures, as well as hybrid structures, such as fuzzy soft sets and intuitionistic fuzzy sets. The last part of the book explores a range of interesting applications in the fields of decision-making, pattern recognition, and data science. All in all, the book provides graduate students and researchers in mathematics and various applied science fields with a comprehensive and timely reference guide to soft sets.
Papers on Non-Solvable Spaces of Linear Equation Systems, Roman Domination in Complementary Prism Graphs, On Pathos Total Semitotal and Entire Total Block Graph of a Tree, Distance Two Labeling of Generalized Cacti, Degree Splitting Graph on Graceful, Felicitous and Elegant Labeling, and other topics. Contributors: Agboola A.A.A., Adeleke E.O. Akinleye S.A., B.Chaluvaraju, V.Chaitra, P.Selvaraju, P.Balaganesan, J.Renuka, V.Balaj, Suhua Ye, Yizhi Chen, Hui Luo, and others.
In Eating to Learn, Learning to Eat, historian A. R. Ruis explores the origins of American school meal initiatives to explain why it was (and, to some extent, has continued to be) so difficult to establish meal programs that satisfy the often competing interests of children, parents, schools, health authorities, politicians, and the food industry. Through careful studies of several key contexts and detailed analysis of the policies and politics that governed the creation of school meal programs, Ruis demonstrates how the early history of school meal program development helps us understand contemporary debates over changes to school lunch policies.
Papers on Divisor Cordial Graphs, Random Walk on a Finitely Generated Monoid, A Variation of Decomposition Under a Length Constraint, Fibonacci and Super Fibonacci Graceful Labelings of Some Cycle Related Graphs, The Order of the Sandpile Group of Infinite Complete Expansion Regular Graphs, and other topics. Contributors: Akinola L.S., Agboola A.A.A., Ismail Sahul Hamid, Mayamma Joseph, R. Hasni, A. Shaman, Y.H. Peng, G.C. Lau, S.K. Vaidya, U.M. Prajapati, and others.
The mathematical combinatorics is a subject that applying combinatorial notion to all mathematics and all sciences for understanding the reality of things in the universe. The International J. Mathematical Combinatorics is a fully refereed international journal, sponsored by the MADIS of Chinese Academy of Sciences and published in USA quarterly, which publishes original research papers and survey articles in all aspects of mathematical combinatorics, Smarandache multi-spaces, Smarandache geometries, non-Euclidean geometry, topology and their applications to other sciences.