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Together with masonry construction, timber construction is usually one of the first building exercises encountered by the student in his or her training. This volume begins by presenting the building material timber in all of its facets and explaining the fundamental principles of timber construction. It then goes on to describe the most important building components and their constructive possibilities, specifically as they pertain to building with timber. Subjects: Timber as building material, Timber preservation, Systems for building with timber, Building components from foundation to roof.
Architects today must position themselves within an extremely wide-ranging field of qualifications. This makes it all the more important to have a fresh introduction to the field that makes up one of their core competences, the field of design. This introductory presentation describes and analyzes the theories, strategies, and tools of creative design for the purposes of practical work. With thoughtfulness and expertise, it opens the reader's eyes to the processes that underlie design and demonstrates different ways of communicating about complex design work. The first section focuses on the much-discussed relationship between design and research, between architecture and the sciences. The second section describes basic design approaches, from Vitruvius and Alberti through Erwin Panofsky and Wolfgang Kemp to Otl Aicher and Vilem Flusser. The third and largest section presents the elementary tools of design, from gestures and words through drawings, models, and simulations to critique, all as instruments of creative design in architecture and its related fields.
This commentated anthology contains essential passages from eight important architecture and urban design theory texts from the 1960s to the 2010s. With these excerpts, the editors discursively outline the concept of form as a relational field of tension between man and material. The relational element is treated not only as a topos, but above all the interpretational perspective of architectural theory. The texts are arranged under the guiding themes of Type, Process, Place, and Things. The texts themselves were written by authors including Christopher Alexander, Oswald Mathias Ungers, Fumihiko Maki, Alison and Peter Smithson, Lucius Burckhardt, Bruno Latour, and Manuel de Solà-Morales. They offer a paradigmatic foundation that encourages further research and the continued view through the "relational lens."
Lie Groups: Structures, Actions, and Representations, In Honor of Joseph A. Wolf on the Occasion of his 75th Birthday consists of invited expository and research articles on new developments arising from Wolf's profound contributions to mathematics. Due to Professor Wolf's broad interests, outstanding mathematicians and scholars in a wide spectrum of mathematical fields contributed to the volume. Algebraic, geometric, and analytic methods are employed. More precisely, finite groups and classical finite dimensional, as well as infinite-dimensional Lie groups, and algebras play a role. Actions on classical symmetric spaces, and on abstract homogeneous and representation spaces are discussed. Contributions in the area of representation theory involve numerous viewpoints, including that of algebraic groups and various analytic aspects of harmonic analysis. Contributors D. Akhiezer T. OshimaA. Andrada I. PacharoniM. L. Barberis F. RicciL. Barchini S. RosenbergI. Dotti N. ShimenoM. Eastwood J. TiraoV. Fischer S. TreneerT. Kobayashi C.T.C. WallA. Korányi D. WallaceB. Kostant K. WiboontonP. Kostelec F. XuK.-H. Neeb O. YakimovaG. Olafsson R. ZierauB. Ørsted
In the context of tight budgets, complex geometries, high energy efficiency, and flexible user functions mean that the requirements for technical details, and their execution in modern buildings, are very exacting.
Herzog & de Meuron gehoren zu den international bedeutendsten Architekten unserer Zeit. Der jungste Auftrag fur die neue Tate Gallery in London hat das einem breiteren Publikum ebenso signalisiert wie grobe Ausstellungen in Tokio, New York und Paris.
Der Integralbegriff in seiner Ausprägung durch Henri Lebesgue ist ein grundlegendes Werkzeug in der modernen Analysis, Numerik und Stochastik. Für Lehrveranstaltungen zu diesen Gebieten der Mathematik bereiten die Autoren wesentliche Sachverhalte in kompakter Weise auf. Das Buch liefert Orientierung und Material für verschiedene Varianten zwei- oder vierstündiger Lehrveranstaltungen. In einem ergänzenden Abschnitt werden um den Begriff der Konvexität herum Verbünde zur Funktionalanalysis hergestellt.
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