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693.8 --- 624.014 --- 691.7 --- Building, Iron and steel --- Steel framing (Building) --- Framing (Building) --- Steel, Structural --- Architectural engineering --- Engineering, Architectural --- Iron and steel building --- Iron construction --- Steel and iron building --- Steel construction --- Girders --- Graphic statics --- Iron --- Steel --- Iron, Structural --- Structural work in steel and other metals --- Metal structures --- Metallic building materials --- Building, Iron and steel. --- Steel framing (Building). --- 691.7 Metallic building materials --- 624.014 Metal structures --- 693.8 Structural work in steel and other metals
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Machine theory. --- Machine theory --- 519.713 --- Abstract automata --- Abstract machines --- Automata --- Mathematical machine theory --- Algorithms --- Logic, Symbolic and mathematical --- Recursive functions --- Robotics --- 519.713 Automata --- Automates abstraits --- Algorithmique --- Automates finis --- Complexite
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Steelwork offers the opportunity for architectural expression, as well as being structurally versatile and adaptable material. Good detailing is vital because it affects structural performance, costs, buildability and, perhaps most importantly, appearance. Whilst the choice of the structural form is often the province of the structural engineer, architects should have a broad appreciation of the factors leading to the selection of the structure and its details. Traditionally, most detailing of connections is the responsibility of the steelwork fabricator, but for exposed steelwork, detailing is of much more interest to the architect, as it impacts on the aesthetics of the structure. In this respect it is important that designers appreciate the common fabrication and erection techniques which may exert a strong influence on the method and approach to the detailing of modern steelwork in buildings. Architectural Design in Steel is a design guide to the detailing of exposed steelwork in buildings. It is a guide which offers technical guidance and general principles, as well as examples of best practice. It covers all aspects from manufacture to detailing, specification of finishes and fabrication, providing architects, as well as engineers, with essential information to inform the design.
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The theories of V. V. Wagner (1908-1981) on abstractions of systems of binary relations are presented here within their historical and mathematical contexts. This book contains the first translation from Russian into English of a selection of Wagner’s papers, the ideas of which are connected to present-day mathematical research. Along with a translation of Wagner’s main work in this area, his 1953 paper ‘Theory of generalised heaps and generalised groups,’ the book also includes translations of three short precursor articles that provide additional context for his major work. Researchers and students interested in both algebra (in particular, heaps, semiheaps, generalised heaps, semigroups, and groups) and differential geometry will benefit from the techniques offered by these translations, owing to the natural connections between generalised heaps and generalised groups, and the role played by these concepts in differential geometry. This book gives examples from present-day mathematics where ideas related to Wagner’s have found fruitful applications.
Mathematics. --- Group theory. --- Differential geometry. --- History. --- Group Theory and Generalizations. --- History of Mathematical Sciences. --- Differential Geometry. --- Inverse semigroups. --- Semigroups --- Global differential geometry. --- Geometry, Differential --- Groups, Theory of --- Substitutions (Mathematics) --- Algebra --- Differential geometry --- Annals --- Auxiliary sciences of history --- Math --- Science
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The theories of V. V. Wagner (1908-1981) on abstractions of systems of binary relations are presented here within their historical and mathematical contexts. This book contains the first translation from Russian into English of a selection of Wagner’s papers, the ideas of which are connected to present-day mathematical research. Along with a translation of Wagner’s main work in this area, his 1953 paper ‘Theory of generalised heaps and generalised groups,’ the book also includes translations of three short precursor articles that provide additional context for his major work. Researchers and students interested in both algebra (in particular, heaps, semiheaps, generalised heaps, semigroups, and groups) and differential geometry will benefit from the techniques offered by these translations, owing to the natural connections between generalised heaps and generalised groups, and the role played by these concepts in differential geometry. This book gives examples from present-day mathematics where ideas related to Wagner’s have found fruitful applications.
Group theory --- Differential geometry. Global analysis --- Mathematics --- differentiaal geometrie --- wiskunde --- geometrie
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Modular construction can dramatically improve efficiency in construction, through factory production of pre-engineered building units and their delivery to the site either as entire buildings or as substantial elements. The required technology and application are developing rapidly, but design is still in its infancy. Good design requires a knowledge of modular production, installation and interface issues and also an understanding of the economics and client-related benefits which influence design decisions. Looking at eight recent projects, along with background information, this guide gives you coverage of: generic types of module and their application; vertical loading, stability and robustness; dimensional and spacial planning; hybrid construction; cladding, services and building physics; fire safety and thermal and acoustic performance; logistical aspects--such as transport, tolerances and safe installation. A valuable guide for professionals and a thorough introduction for advanced students--
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