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This book, edited by Kim Williams and Cosimo Monteleone, follows the publication of two other books dedicated to Daniele Barbaro and published by Springer: Daniele Barbaro's Vitruvius of 1567 (Kim Williams, 2019) and Daniele Barbaro's Perspective of 1568 (Kim Williams and Cosimo Monteleone, 2021). Therefore, it can be considered another installment in a series that has deepened the scientific treatises published by Daniele Barbaro. Due to the numerous scientific interests that Barbaro matured in the years he spent at the University of Padua, we have invited experts in these topics to discuss Barbaro in relation to his training. In particular, the book opens with the essays of the two editors to frame its general theme in relation to mathematics. Cosimo Monteleone addressed the relationship between Barbaro's perspective theory with Euclid's optics, the Aristotelian process of knowledge and the ophthalmological discoveries of the University of Padova in the Renaissance. Kim Williams underlines how Barbaro's arithmetic and geometry established `the most certain sciences' and set the base of the `primary sciences'. A series of essays concerning Barbaro's training at the University of Padua complete the theoretical framework analyzed by the two editors. These studies embrace the following subjects: mathematical instruments (Filippo Camerota), astronomy and sundials (Cristiano Guarneri), mathematics, geometry and polyhedral (Vera Viana), perspective and anamorphosis (Agostino De Rosa), botany and the foundation of the botanical garden (Stefano Zaggia), Vitruvius' architecture (Ekaterina Igoshina, Ilya Anikyev, Anna Markova) and Aristotelianism (Branko Mitrović). A foreword by Xavier Salomon sets the stage for this book, outlining the innovations that Barbaro brought to scientific knowledge. Barbaro's scientific efforts are sometimes dismissed in recent studies as a compilation of known principles. The aim of this present book is to reveal the truly innovative nature of Barbaro's experiments and results and restore him to his rightful place as an original scholar of Renaissance.

Geometry. --- Mathematics. --- History. --- Arts. --- Architecture—Mathematics. --- Applications of Mathematics. --- History of Mathematical Sciences. --- Mathematics in Art and Architecture. --- Teoria de l'arquitectura --- Barbaro, Daniel, --- Architecture

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Geometry lies at the core of the architectural design process. It is ever present, from the very first attempts of form-finding to the final stages of construction. The modern tools of geometric computing for efficient design, analysis, and manufacturing of complex shapes open up new perspectives for architecture. Architecture, in turn, poses new problems to geometry. It is precisely around these topics, at the common border of geometry processing and architectural design, where the new research area of architectural geometry is situated. Advances in Architectural Geometry is the premier venue

Architectural design -- Congresses. --- Architectural design. --- Architecture -- Designs and plans -- Congresses. --- Architecture -- Designs and plans. --- Architecture -- Mathematics -- Congresses. --- Architecture -- Mathematics. --- Geometry in architecture -- Congresses. --- Geometry in architecture. --- Geometry in architecture --- Architectural design --- Architecture --- Art, Architecture & Applied Arts --- Mathematics --- Composition, proportion, etc. --- Proportion (Architecture) --- Composition (Art) --- Proportion

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This book, edited by Kim Williams and Cosimo Monteleone, follows the publication of two other books dedicated to Daniele Barbaro and published by Springer: Daniele Barbaro's Vitruvius of 1567 (Kim Williams, 2019) and Daniele Barbaro's Perspective of 1568 (Kim Williams and Cosimo Monteleone, 2021). Therefore, it can be considered another installment in a series that has deepened the scientific treatises published by Daniele Barbaro. Due to the numerous scientific interests that Barbaro matured in the years he spent at the University of Padua, we have invited experts in these topics to discuss Barbaro in relation to his training. In particular, the book opens with the essays of the two editors to frame its general theme in relation to mathematics. Cosimo Monteleone addressed the relationship between Barbaro's perspective theory with Euclid's optics, the Aristotelian process of knowledge and the ophthalmological discoveries of the University of Padova in the Renaissance. Kim Williams underlines how Barbaro's arithmetic and geometry established `the most certain sciences' and set the base of the `primary sciences'. A series of essays concerning Barbaro's training at the University of Padua complete the theoretical framework analyzed by the two editors. These studies embrace the following subjects: mathematical instruments (Filippo Camerota), astronomy and sundials (Cristiano Guarneri), mathematics, geometry and polyhedral (Vera Viana), perspective and anamorphosis (Agostino De Rosa), botany and the foundation of the botanical garden (Stefano Zaggia), Vitruvius' architecture (Ekaterina Igoshina, Ilya Anikyev, Anna Markova) and Aristotelianism (Branko Mitrović). A foreword by Xavier Salomon sets the stage for this book, outlining the innovations that Barbaro brought to scientific knowledge. Barbaro's scientific efforts are sometimes dismissed in recent studies as a compilation of known principles. The aim of this present book is to reveal the truly innovative nature of Barbaro's experiments and results and restore him to his rightful place as an original scholar of Renaissance.

Geometry. --- Mathematics. --- History. --- Arts. --- Architecture—Mathematics. --- Applications of Mathematics. --- History of Mathematical Sciences. --- Mathematics in Art and Architecture. --- Arts, Fine --- Arts, Occidental --- Arts, Primitive --- Arts, Western --- Fine arts --- Humanities --- Math --- Science --- Mathematics --- Euclid's Elements --- Architecture

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The Winter 2012 (vol. 14 no. 1) issue of the Nexus Network Journal is dedicated to the theme “Architecture, Systems Research and Computational Sciences”. This is an outgrowth of the session by the same name which took place during the eighth international, interdisciplinary conference “Nexus 2010: Relationships between Architecture and Mathematics, held in Porto, Portugal, in June 2010. Today computer science is an integral part of even strictly historical investigations, such as those concerning the construction of vaults, where the computer is used to survey the existing building, analyse the data and draw the ideal solution. What the papers in this issue make especially evident is that information technology has had an impact at a much deeper level as well: architecture itself can now be considered as a manifestation of information and as a complex system. The issue is completed with other research papers, conference reports and book reviews.

Architectural design -- Periodicals. --- Architecture -- Mathematics -- Periodicals. --- Mathematics -- Periodicals. --- Mathematics --- Art, Architecture & Applied Arts --- Physical Sciences & Mathematics --- Architecture --- Mathematical Theory --- Architectural design --- Mathematics. --- Architecture and mathematics --- Mathematics and architecture --- Architecture. --- Mathematics, general. --- Architecture, general. --- Architecture, Western (Western countries) --- Building design --- Buildings --- Construction --- Western architecture (Western countries) --- Art --- Building --- Math --- Science --- Design and construction --- Architecture, Primitive

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Baroque architect and mathematician Guarino Guarini is the subject of this issue of the Nexus Network Journal. A group of international scholars were invited to contribute papers that shed light on the unanswered questions in several areas: Baroque architecture in general and Guarini’s architecture in particular; philosophy; history of structural mechanics; mathematics and history of mathematics, cosmology. As always, the NNJ takes an interdisciplinary approach to the broad range of subjects that Guarini concerned himself with, thus the final results will add significantly to our understanding of how Guarini’s actual practical and technical processes were informed by knowledge of his multifaceted scientific and philosophical interests.

Architectural design -- Periodicals. --- Architecture -- Mathematics -- Periodicals. --- Mathematics -- Periodicals. --- Mathematics --- Art, Architecture & Applied Arts --- Architecture --- Mathematical Theory --- Physical Sciences & Mathematics --- Architectural design. --- Mathematics. --- Architecture and mathematics --- Mathematics and architecture --- Math --- Architecture. --- Mathematics, general. --- Architectural History and Theory. --- Science --- Design --- Structural design --- Architecture, Western (Western countries) --- Building design --- Buildings --- Construction --- Western architecture (Western countries) --- Art --- Building --- Design and construction --- Architecture, Primitive