Search results for "paces"
showing 10 items of 496 documents
Design e narrazioni
2022
Il testo nasce dall’esigenza di mettere a fuoco le implicazioni cognitive, metodologiche e progettuali del concetto di narrazione, sempre più ricorrente nella nostra esperienza quotidiana soprattutto per le molteplici forme di comunicazione e di produzioni culturali che vi si ispirano; si tratta di un concetto che anche nella riflessione teorica e nella progettualità del design sta alimentando dimensioni fortemente innovative ed evolutive nella costruzione, comunicazione di significati, contenuti immateriali, esperienze e valori emozionali che si sovrappongono e s’intrecciano all’espressione tangibile e funzionale degli oggetti, degli artefatti comunicativi, degli spazi. Si propone un perco…
On inductive dimensions for fuzzy topological spaces
1995
An approach to the dimension theory for fuzzy topological spaces is being developed. The appropriate context for this theory is not the category CFT of Chang fuzzy topological spaces or some of its modifications, but the category Hut introduced in the paper (this category is a slight extension of the category H of Hutton fuzzy topological spaces Hutton (1980). The frames of this category allow us to make exposition simple and uniform, and on the other hand to make it applicable in quite a general setting.
Smooth surjections and surjective restrictions
2017
Given a surjective mapping $f : E \to F$ between Banach spaces, we investigate the existence of a subspace $G$ of $E$, with the same density character as $F$, such that the restriction of $f$ to $G$ remains surjective. We obtain a positive answer whenever $f$ is continuous and uniformly open. In the smooth case, we deduce a positive answer when $f$ is a $C^1$-smooth surjection whose set of critical values is countable. Finally we show that, when $f$ takes values in the Euclidean space $\mathbb R^n$, in order to obtain this result it is not sufficient to assume that the set of critical values of $f$ has zero-measure.
National conference on Emerging trends in Architecture and allied fields
2014
Abstract Evidences of trade & merchant communities in Indus Valley civilizations are available from that is 3500 BC. Being important trading destination in world map Indian Bazaars played major role in generating economic means for common man. Spices, grain, cotton, sugar, Indigo these were some of important trading goods exported all over world. Traditional Bazaar, Bazaarpeths/ wards, Market squares are most happening places in historic towns of India. Their accessibility, openness, Flexibility, Meandering surprises, colors, and crowd pertains its own character. These are most flexible & organic setups evolved over the period of time responding to political, economical & cultural setup of …
Ecoviles a Espanya: buscant una transformació social emancipadora?
2020
Segons dades de la Global Ecovillage Network (2018), l'Estat espanyol és actualment el segon país més important del món, després dels Estats Units, en nombre d'ecoviles, la xifra de les quals no ha cessat de créixer al llarg dels darrers anys. Seguint la teoria d'Erik Olin Wright sobre transformacions socials emancipadores, tractarem la qüestió de si aquest boom representa una mostra d'una transformació social incipient i d'un canvi cultural que està experimentant el medi rural. Aquest treball es divideix en cinc seccions principals. La primera introdueix el problema, per abordar tot plegat la metodologia realitzada per a l'estudi de 29 ecoviles a Espanya utilitzant sis variables sobre inte…
Los canecillos de la Capilla del Cementerio de San Juan del Hospital de Valencia
2020
In the medieval cemetery of the Historic Site of San Juan del Hospital of Valencia is housed a small funeral chapel founded in the late thirteenth century by the knight Arnau de Romaní. Along its cornice there are a series of heads of animals and humans that are one of the few sculptural vestiges inserted into the Romanesque iconographic tradition that are preserved in the city. So far they have not aroused the interest of specialists and no one has dedicated a detailed study to these curious and interesting images located in the marginal spaces of such a beautiful building. This article aims to complete this gap addressing the study of the corbels of the small temple, projecting a thematic…
Las cuatro muertes de Cleonice: poder, sexo, violencia y fantasmas
2019
Greek tradition links the death of regent Pausanias of Sparta with ghosts. In this paper, we focus on the well-known episode that revolves around Pausanias himself and a Byzantine maiden and is transmitted by Aristodemus, Plutarch and Pausanias Periegetes. The multiplicity of versions demands a comparative analysis, which we carry out taking into account the three spaces where the narrative action takes place (civic, intimate and ritual spaces). Results indicate a concordance between Plutarch and Pausanias Periegetes, as well as a dissonance between them and Aristodemus. This difference especially affects the narrative treatment of the maiden, a ghost properly so-called in Plutarch and Paus…
Riesz-like bases in rigged Hilbert spaces
2015
The notions of Bessel sequence, Riesz-Fischer sequence and Riesz basis are generalized to a rigged Hilbert space $\D[t] \subset \H \subset \D^\times[t^\times]$. A Riesz-like basis, in particular, is obtained by considering a sequence $\{\xi_n\}\subset \D$ which is mapped by a one-to-one continuous operator $T:\D[t]\to\H[\|\cdot\|]$ into an orthonormal basis of the central Hilbert space $\H$ of the triplet. The operator $T$ is, in general, an unbounded operator in $\H$. If $T$ has a bounded inverse then the rigged Hilbert space is shown to be equivalent to a triplet of Hilbert spaces.
Classical operators on weighted Banach spaces of entire functions
2013
We study the operators of differentiation and of integration and the Hardy operator on weighted Banach spaces of entire functions. We estimate the norm of the operators, study the spectrum, and analyze when they are surjective, power bounded, hypercyclic, and (uniformly) mean ergodic.
Spectra and essential spectral radii of composition operators on weighted Banach spaces of analytic functions
2008
AbstractWe determine the spectra of composition operators acting on weighted Banach spaces Hv∞ of analytic functions on the unit disc defined for a radial weight v, when the symbol of the operator has a fixed point in the open unit disc. We also investigate in this case the growth rate of the Koenigs eigenfunction and its relation with the essential spectral radius of the composition operator.