3,251 research outputs found

    On Project

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    Accounts` is a record of an extended conversation that took place among the members and invited guests of the AE Foundation in the first five years of its activity. The AE Foundation was established in 2011, with base im Edinbourgh, Scotland, to provide an informed forum for an international community of practitioners, educators, students and graduates to discuss current themes in architecture and architectural education. It Accounts includes lectures, discussions and interviews with prominent figures, emerging architects and educators. Beginning with Doubt, Authorship, Architecture, City, Buildings, History and Resistance, the conversation continued to explore the many and varied schools of thought that occupy the discipline. This book is the result of the spontaneous enthusiasm that erupts when sincere individuals meet to discuss their favourite subject seriously. Contributors: Pier Vittorio Aureli, Micha Bandini, Mario Carpo, Francois Charbonnet, Beat Consoni, Irina Davidovici, Mike Davies, Andrea Deplazes, Angela Deuber, Sérgio Fernandez, Jorge Figueira, Pascal Flammer, Adrian Forty, Christoph Gantenbein, Neil Gillespie, John Haldane, Rolf Jenni and Tom Weiss, Jan Kinsbergen, David Kohn, Penny Lewis, Oliver Lütjens and Thomas Padmanabhan, Rowan Mackinnon-Pryde, Peter Märkli, Gabriele Mastrigli, Cameron McEwan, Marcel Meili, Samuel Penn, Emmanuel Petit, Kester Rattenbury, Daniel Serafimovski, Jonathan Sergison, Bruno Silvestre, Álvaro Siza, Luigi Snozzi, Laurent Stalder, Martino Tattara, Dirk van den Heuvel, Marie-José Van Hee, Adrien Verschuere, Sven-Olov Wallenstein, Andrea Zanderigo, Raphael Zube

    Commanders of the Field. Notes on the Architecture of Dogma

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    The essay is a close reading of the project of Dogma, the Brussels based architecture office led by Pier Vittorio Aureli and Martino Tattara

    About twin primes and distribution of primes

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    This paper give us a demonstration of twin primes conjecture using approximation of function �(iupsilon) that we introduce in section 6. Section 1-5 give us introduction to terminology and a clarification on (iupsilon) terms. In particular section 5 is really important because of its Lemma. Section 7 reassume foregoing explanations and it give us two theorems and one corollary;the theorem 7.2 give us exact approximation of twin primes counting function

    Le scienze della vita nel Salento dopo l'Unità d'Italia: note su Oronzo Gabriele Costa, Martino Marinosci e salvatore Trinchese

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    Gli studi naturalistici nel Mezzogiorno dell'Italia post-unitaria sono stati prevalentemente legati alla scuola dei naturalisti napoletani e si sono sviluppati in sintonia con le vicende scientifiche e culturali più generali. Essi hanno fornito significativi ed originali contributi anche per la conoscenza del patrimonio naturalistico meridionale. In particolare, le ricerche di Oronzo Gabriele Costa, Martino Marinosci e Salvatore Trinchese hanno stimolato ulteriori e più ampie indagini scientifiche sostenute da prestigiose ed autorevoli istituzioni

    Temporal and Atemporal Truth in Intuitionistic Mathematics

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    In section 1 we argue that the adoption of a tenseless no¬tion of truth entails a realistic view of propositions and provability. This view, in turn, opens the way to the in¬telligibility of the classical meaning of the logical con¬stants, and consequently is incompatible with the antireal¬ism of orthodox intuitionism. In section 2 we show how what we call the "potential" intuitionistic meaning of the logi¬cal constants can be defined, on the one hand, by means of the notion of atemporal provability and, on the other hand, by means of the operator K of epistemic logic. Intuitionis¬tic logic, as reconstructed within this perspective, turns out to be a part of epistemic logic, so that it loses its traditional foundational role, antithetic to that of clas¬sical logic. In section 3 we uphold the view that certain consequences of the adoption of a temporal notion of truth, despite their apparent oddity, are quite acceptable from an antirealist point of view

    Intuitionistic Truth

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    Topos: Intuitionistic Truth. Papers by C. COZZO; A. GEORGE; E. MARTINO G. USBERTI; P. PAGIN; W. RABINOWICZ K. SEGERBERG; G. SUNDHOLM; N. TENNANT; T. WILLIAMSO
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