Search results for "universal"

Social constitutionalism and the sustainable development goals (sdg)

2021

El Derecho Constitucional, y especialmente el Constitucionalismo Social, no puede quedar al margen del análisis de los Objetivos de Desarrollo Sostenible (ODS). En efecto, la Agenda 2030 constituye una Agenda de Constitucionalismo Global de naturaleza básicamente social. Desde esta perspectiva, los ODS integran una especie de Pilar Universal de Derechos Sociales y, como consecuencia, inspiran el modelo social europeo y la realización de los derechos sociales en el orden constitucional nacional. Con tales premisas, el autor somete a análisis el valor interpretativo y la efectividad de los ODS en el sistema constitucional español a través de ilustraciones de la práctica legislativa, ejecutiva…

Da Expo à cidade/Entrevista com Arq. Manuel Salgado

2002

Region, Stadt, Großprojete: Das Beispiel der Expo’98 in Lissabon

2003

Great Event, a new Strategic Instrument for urban Developpement: On the impact of World Expo on City and Society

2003

Por Francia y por Alemania : (crónicas de la Exposición)

Data presa del Palau, XII, 212425

L'Exposition de Paris de 1900.

Oriente en la Exposición Universal de Osaka 1970

2016

La Exposicion Universal de Osaka en 1970 se propone como posible modelo de una nueva ciudad, en la cual los elementos efimeros tienden a estarmucho más presentes que la arquitectura misma, la cual se limita a definir el esqueleto del sistema constrùctivo. El tema propuesto pretende evidenciar un nuevo acercamiento a las consecuencias de la ideologia del progreso de la civilisación y la tecnologia con referencia a la Segunda Guerra Mundial como ejemplo destructivo del knowhow cientifico.

Minimal Learning Machine: Theoretical Results and Clustering-Based Reference Point Selection

2019

The Minimal Learning Machine (MLM) is a nonlinear supervised approach based on learning a linear mapping between distance matrices computed in the input and output data spaces, where distances are calculated using a subset of points called reference points. Its simple formulation has attracted several recent works on extensions and applications. In this paper, we aim to address some open questions related to the MLM. First, we detail theoretical aspects that assure the interpolation and universal approximation capabilities of the MLM, which were previously only empirically verified. Second, we identify the task of selecting reference points as having major importance for the MLM's generaliz…

Expanding the Active Inference Landscape: More Intrinsic Motivations in the Perception-Action Loop

2018

Active inference is an ambitious theory that treats perception, inference and action selection of autonomous agents under the heading of a single principle. It suggests biologically plausible explanations for many cognitive phenomena, including consciousness. In active inference, action selection is driven by an objective function that evaluates possible future actions with respect to current, inferred beliefs about the world. Active inference at its core is independent from extrinsic rewards, resulting in a high level of robustness across e.g.\ different environments or agent morphologies. In the literature, paradigms that share this independence have been summarised under the notion of in…

Primitive sets of words

2020

Given a (finite or infinite) subset $X$ of the free monoid $A^*$ over a finite alphabet $A$, the rank of $X$ is the minimal cardinality of a set $F$ such that $X \subseteq F^*$. We say that a submonoid $M$ generated by $k$ elements of $A^*$ is {\em $k$-maximal} if there does not exist another submonoid generated by at most $k$ words containing $M$. We call a set $X \subseteq A^*$ {\em primitive} if it is the basis of a $|X|$-maximal submonoid. This definition encompasses the notion of primitive word -- in fact, $\{w\}$ is a primitive set if and only if $w$ is a primitive word. By definition, for any set $X$, there exists a primitive set $Y$ such that $X \subseteq Y^*$. We therefore call $Y$…