The Modulor

The Modulor
Title The Modulor PDF eBook
Author Le Corbusier
Publisher
Pages 340
Release 2000
Genre Architecture
ISBN 9780817661885

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The Modulor and Modulor 2

The Modulor and Modulor 2
Title The Modulor and Modulor 2 PDF eBook
Author Fondation Le Corbusier
Publisher Birkhäuser
Pages 580
Release 2015-04-24
Genre Architecture
ISBN 3035604096

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In the years 1942 to 1948, Le Corbusier developed a system of measurements which became known as “Modulor”. Based on the Golden Section and Fibonacci numbers and also using the physical dimensions of the average human, “Modulor” is a sequence of measurements which Le Corbusier used to achieve harmony in his architectural compositions. Le Modulor was published in 1950 and after meeting with success, Le Corbusier went on to publish Modulor 2 in 1955. In many of Le Corbusier’s most notable buildings, including the Chapel at Ronchamp and the Unité d’habitation, evidence of his Modulor system can be seen. These two volumes form an important and integral part of Le Corbusier’s theoretical writings.

The Modulor

The Modulor
Title The Modulor PDF eBook
Author Le Corbusier
Publisher
Pages 248
Release 2000
Genre Architecture
ISBN 9780817661885

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Retail Design

Retail Design
Title Retail Design PDF eBook
Author Otto Riewoldt
Publisher Laurence King Publishing
Pages 250
Release 2000
Genre Architecture
ISBN

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The age of digital communication and the Internet pose new challenges to the retail world in the 21st century. This book offers a comprehensive overview of recent and current projects which rise to the challenges of redefining shopping and display spaces.

Modulor 2, 1955

Modulor 2, 1955
Title Modulor 2, 1955 PDF eBook
Author Le Corbusier
Publisher
Pages 0
Release 1958
Genre Architecture
ISBN

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Le Corbusier's Hands

Le Corbusier's Hands
Title Le Corbusier's Hands PDF eBook
Author Andre Wogenscky
Publisher MIT Press
Pages 101
Release 2006-02-10
Genre Architecture
ISBN 0262232448

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Le Corbusier's assistant and fellow architect remembers his mentor in a series of concise and poetic reflections. Le Corbusier's Hands offers a poetic and personal portrait of Le Corbusier—a nuanced portrayal that is in contrast to the popular image of Le Corbusier the aloof modernist. The author knew Le Corbusier intimately for thirty years, first as his draftsman and main assistant, later as his colleague and personal friend. In this book, written in the mid-1980s, Wogenscky remembers his mentor in a series of revealing personal statements and evocative reflections unlike anything that exists in the vast literature on Le Corbusier. Wogenscky draws a portrait in swift, deft strokes—50 short chapters, one leading to the next, one memory of Le Corbusier opening into another. Appearing and reappearing like a leitmotif are Le Corbusier's hands—touching, taking, drawing, offering, closing, opening, grasping, releasing: "It was his hands that revealed him.... They spoke all his feelings, all the vibrations of his inner life that his face tried to conceal." Wogenscky writes about Le Corbusier's work, including the famous design of the chapel at Ronchamp, his ideas for high-density Unités d'Habitation linked to the center of a "Radiant City," and his "Modulor" system for defining proportions—which Wogenscky compares to a piano tuner's finding the exact relation between sounds. He remembers the day Picasso spent with Le Corbusier at the Marseilles building site—"All day long they outdid one another in a show of modesty," he observes in amazement. He adds, speaking for himself and the others present, "We were inside a double energy field." And Wogenscky writes about Le Corbusier more personally. "I have spent years trying to understand what went on in his mind and in his hand," he tells us. With Le Corbusier's Hands, Wogenscky gives us a unique record of an enigmatic genius.

Problems in the Theory of Modular Forms

Problems in the Theory of Modular Forms
Title Problems in the Theory of Modular Forms PDF eBook
Author M. Ram Murty
Publisher Springer
Pages 293
Release 2016-11-25
Genre Mathematics
ISBN 9811026513

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This book introduces the reader to the fascinating world of modular forms through a problem-solving approach. As such, besides researchers, the book can be used by the undergraduate and graduate students for self-instruction. The topics covered include q-series, the modular group, the upper half-plane, modular forms of level one and higher level, the Ramanujan τ-function, the Petersson inner product, Hecke operators, Dirichlet series attached to modular forms and further special topics. It can be viewed as a gentle introduction for a deeper study of the subject. Thus, it is ideal for non-experts seeking an entry into the field.