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Author: David Pearson
Publisher:
ISBN: 9780520232884
Category : Nature (Aesthetics)
Languages : en
Pages : 1308
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Book Description
New Organic Architecture is a manifesto for building in a way that is both aesthetically pleasing and kinder to the environment. It illuminates key themes of organic architects, their sources of inspiration, the roots and concepts behind the style, and the environmental challenges to be met. The organic approach to architecture has an illustrious history, from Celtic design, Art Nouveau, Arts and Crafts, to the work of Antoni Gaud� and Frank Lloyd Wright. Today there is a response to a new age of information and ecology; architects are seeking to change the relationship between buildings and the natural environment. In the first part of his book, David Pearson provides a history and assessment of organic architecture. The second part comprises statements from thirty architects from around the world whose work is based on natural or curvilinear forms rather than the straight-line geometrics of modernism. Each statement is accompanied by full-color illustrations of one or several of the architects' built projects.
Author: David Pearson
Publisher:
ISBN: 9780520232884
Category : Nature (Aesthetics)
Languages : en
Pages : 1308
Get Book Here
Book Description
New Organic Architecture is a manifesto for building in a way that is both aesthetically pleasing and kinder to the environment. It illuminates key themes of organic architects, their sources of inspiration, the roots and concepts behind the style, and the environmental challenges to be met. The organic approach to architecture has an illustrious history, from Celtic design, Art Nouveau, Arts and Crafts, to the work of Antoni Gaud� and Frank Lloyd Wright. Today there is a response to a new age of information and ecology; architects are seeking to change the relationship between buildings and the natural environment. In the first part of his book, David Pearson provides a history and assessment of organic architecture. The second part comprises statements from thirty architects from around the world whose work is based on natural or curvilinear forms rather than the straight-line geometrics of modernism. Each statement is accompanied by full-color illustrations of one or several of the architects' built projects.
Author:
Publisher:
ISBN:
Category : English language
Languages : en
Pages : 844
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Book Description
Author: Robert Wauchope
Publisher: University of Texas Press
ISBN: 9780292701533
Category : Social Science
Languages : en
Pages : 450
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Book Description
This book is part of an encyclopedia set concerning the environment, archaeology, ethnology, social anthropology, ethnohistory, linguistics and physical anthropology of the native peoples of Mexico and Central America. The Guide to Ethnohistorical Sources is comprised of volumes 12-15 of this set. Volume 13 presents a look at pre-Columbian Mesoamerican from a combined historical and anthropological viewpoint, using official ecclesiastical and government records from the time.
Author: Katherine D. McCann
Publisher: University of Texas Press
ISBN: 1477326618
Category : Reference
Languages : en
Pages : 718
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Book Description
Beginning with Number 41 (1979), the University of Texas Press became the publisher of the Handbook of Latin American Studies, the most comprehensive annual bibliography in the field. Compiled by the Hispanic Division of the Library of Congress and annotated by a corps of specialists in various disciplines, the Handbook alternates from year to year between social sciences and humanities. The Handbook annotates works on Mexico, Central America, the Caribbean and the Guianas, Spanish South America, and Brazil, as well as materials covering Latin America as a whole. Most of the subsections are preceded by introductory essays that serve as biannual evaluations of the literature and research underway in specialized areas.
Author: J. M. ARNAIZ
Publisher: Ediciones Go Beyond
ISBN: 1974491293
Category : Science
Languages : en
Pages : 500
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Book Description
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[email protected] Las ecuaciones de la Física no relacionan sin más números, vectores o tensores de índole matemática, sino cantidades diádicas formadas con esos componentes vinculados a unidades diversas que indican cantidades de magnitudes naturales. Entonces, ¿por qué se opera con los entes diádicos de la Física como si fuesen elementos matemáticos puros?, ¿no supone esta ficción una aberración que envilece todo el conocimiento científico? Algunos autores han advertido de esta laguna crítica, que oculta a la Física un pilar tan fundamental. Pueden citarse preeminentes físicos como Clerk Maxwell o Max Planck, entre otros clásicos. Todos manifestaron a su manera los escrúpulos suscitados por la tradicional e injustificada forma de operar con las magnitudes físicas y sus unidades. Aquí se descubre, describe y resuelve tan notable paradoja de «aritmetización» de la Física y se construye un álgebra rigurosa y coherente para las cantidades de magnitudes. La Primera álgebra de magnitudes resuelve la hipótesis falsa del Sistema Internacional de Unidades, consistente en suponer negligentemente que las magnitudes físicas presenten estructura multiplicativa de grupo abeliano. No puede ser así, como se demuestra en este trabajo. Finalmente, se pone de manifiesto el camino lógico e inapelable que conduce del álgebra de magnitudes a los espacios «dismétricos», que se estudian con mayor profundidad en el segundo volumen de esta obra. La «dismetría» es una nueva y poderosa herramienta para representar con precisión los fenómenos físicos de un universo variable. Esta nueva Física acoge multitud de innovaciones, que sin duda sabrán apreciar muchos investigadores emprendedores. The equations of Physics do not simply relate numbers, vectors or tensors of a mathematical nature, but rather dyadic quantities formed with these components linked to various units that indicate quantities of natural magnitudes. So, why do we operate with the dyadic entities of Physics as if they were pure mathematical elements? Doesn't this fiction suppose an aberration that debases all scientific knowledge? Some authors have warned of this critical gap, which hides such a fundamental pillar from Physics. Pre-eminent physicists such as Clerk Maxwell or Max Planck, among other classics, can be cited. All of them expressed in their own way the scruples aroused by the traditional and unjustified way of operating with physical quantities and their units. Here such a remarkable «arithmeticization» paradox of Physics is discovered, described and solved and a rigorous and coherent algebra is constructed for the quantities of magnitudes. The First Algebra of Magnitudes resolves the false hypothesis of the International System of Units, consisting of negligently assuming that physical magnitudes have a multiplicative abelian group structure. It cannot be like that, as demonstrated in this work. Finally, the logical and unappealable path that leads from the algebra of magnitudes to the «dysmetric» spaces is revealed, which are studied in greater depth in the second volume of this work. «Dysmetry» is a powerful new tool for accurately representing the physical phenomena of a variable universe. This new Physics welcomes a multitude of innovations, which will undoubtedly be appreciated by many enterprising researchers.
Author: Philippines. Weather Bureau
Publisher:
ISBN:
Category : Taal (Volcano)
Languages : en
Pages : 72
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Book Description
Author: Howard F. Cline
Publisher: University of Texas Press
ISBN: 1477306838
Category : Social Science
Languages : en
Pages : 440
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Book Description
Volume 13 of the Handbook of Middle American Indians, published in cooperation with the Middle American Research Institute of Tulane University under the general editorship of Robert Wauchope (1909–1979), constitutes Part 2 of the Guide to Ethnohistorical Sources. The Guide has been assembled under the volume editorship of the late Howard F. Cline, Director of the Hispanic Foundation in the Library of Congress, with Charles Gibson, John B. Glass, and H. B. Nicholson as associate volume editors. It covers geography and ethnogeography (Volume 12); sources in the European tradition (Volume 13); and sources in the native tradition (Volumes 14 and 15). The present volume contains the following studies on sources in the European tradition: “Published Collections of Documents Relating to Middle American Ethnohistory,” by Charles Gibson “An Introductory Survey of Secular Writings in the European Tradition on Colonial Middle America, 1503–1818,” by J. Benedict Warren “Religious Chroniclers and Historians: A Summary with Annotated Bibliography,” by Ernest J. Burrus, S.J. “Bernardino de Sahagún,” by Luis Nicolau d’Olwer, Howard F. Cline, and H. B. Nicholson “Antonio de Herrera,” by Manuel Ballesteros Gaibrois “Juan de Torquemada,” by José Alcina Franch “Francisco Javier Clavigero,” by Charles E. Ronan, S.J. “Charles Etienne Brasseur de Bourbourg,” by Carroll Edward Mace “Hubert Howe Bancroft,” by Howard F. Cline “Eduard Georg Seler,” by H. B. Nicholson “Selected Nineteenth-Century Mexican Writers on Ethnohistory,” by Howard F. Cline The Handbook of Middle American Indians was assembled and edited at the Middle American Research Institute of Tulane University with the assistance of grants from the National Science Foundation and under the sponsorship of the National Research Council Committee on Latin American Anthropology.
Author: Unión matemática argentina, Buenos Aires
Publisher:
ISBN:
Category : Mathematics
Languages : en
Pages : 470
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Book Description
Author: Jornades Catalanes sobre Llengües per a Finalitats Específiques
Publisher: Edicions Universitat Barcelona
ISBN: 9788447522569
Category : Language Arts & Disciplines
Languages : en
Pages : 304
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Book Description
Author: J. M. Arnaiz
Publisher: Ediciones Go Beyond
ISBN:
Category : Science
Languages : en
Pages : 638
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Book Description
In this book we develop step by step the FIRST ALGEBRA OF MAGNITUDES, the specific dyadic algebra for physical quantities, in order to rectify the sloppy hypothesis of «arithmetization» of Physics, normalized by the International System of Units in sections 2.1, 5.2 , 5.4.1 and 5.4.6 of his brochure SI, which is tolerated by a clueless scientific community. With dyadic algebra, full meaning is given to the meanings of the laws, equations and compound units of Physics, a sense that we all neglect today . As a culmination, the «DYSMETRIC» FORECAST is reached, with innumerable and far-reaching implications for the enrichment of physical models and the development of infinite innovations. In this way, the trap of «arithmetizing» Physics in which we all easily fall, even the most reputable and award-winning scientists, is ended. Except for one in the entire history of Physics, which was Newton, the only one who operated with magnitudes through the affinity of physical quantities with the elements of geometry, teaching us that, although Physics is not «arithmetizable», on the other hand it is it can be «geometrized». It seems incredible, but it is a grotesque fact that nowadays no one cares about what is really done when operating with physical magnitudes or what is the full meaning of the composite magnitudes or of the analytical formulations, which underlie all of Physics, for what no one should take a step without first having clarified this knowledge. On the contrary, it turns out that operations apparently as elementary as the multiplication of a meter by a kilogram have no arithmetic explanation, because no one identifies what the multiplier of that product is, which does not multiply numbers, but rather dyads or quantities of length and mass. Despite which, it seems that no one is bothered by such a ridiculous embarrassment. Can one call himself a physicist who cannot rigorously define this simple operation and does not care? Can a science be called Physics that lacks a coherent algebra to operate with its fundamental elements, the quantities of physical phenomena? The truth is that the defect is too gross not to take it into account. All this as a consequence of the fact that the current arithmetic hypothesis that postulates the abelian multiplicative group structure for the magnitudes is impossible. Such a structure is only valid for internal additive laws, it is not valid for external multiplicative laws. Obviously, this situation is shameful and pernicious for Physics, it is unsustainable and must be corrected as soon as possible. The dyadic algebra of magnitudes, in addition to giving meaning to the laws, equations, and compound magnitudes, reveals striking consequences, such as the non-existence of inverse elements of physical units, since heterogeneous multiplicative dyadic operations are not internal composition laws, but external. In turn, it naturally leads to «dysmetry», which makes it possible to represent the infinite physical realms of empty space and which radically transforms the vision of physical constants, incompatible in an absolute sense with «dysmetric» spaces, including the number pi and the speed of light.
