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A cardiorespiratoricus fittség (aerob kapacitás, VO2max) mértéke nagymértékben meghatározza az életkilátásokat, ezért növelése az egészség helyreállítására a szervezett edzésprogramon alapuló multidiszciplináris rehabilitáció egyik fő célja – a többi rizikótényező csökkentése mellett. A (tünetek által behatárolt) egyenletes iramú testmozgások mellett egyre kiterjedtebb az interval jellegű „edzés”. Ilyenkor a néhány perces intenzívebb szakaszt hasonló tartamú vagy hosszabb könnyű mozgás vagy passzív pihenő váltja (mérsékelt intenzitású interval edzés: MICE). Az intenzív szakasz történhet a tünetküszöb alatti maximális intenzitással is (high-intensity interval training: HIIT), sőt igen rövid, 10–30 másodperces szupramaximális és hosszabb pihenőszakaszok váltakozásával is (sprint interval training: SIT). Ezek előnye a 30–40%-kal rövidebb edzéstartam, emellett sokak számára ezek elfogadhatóbb edzésformák, változatosabbá teszik a programot, hatásosabban, extra veszély nélkül. Az interval jellegű rehabilitációs edzésprogramok helyet kapnak az egyéb kórállapotok kezelésében is, káros mellékhatások nélkül. Orv Hetil. 2018; 159(33): 1346–1352.

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Abstract

Although it is currently considered to be one of the major achievements in Portuguese art history, the recovery of Lisbon after the 1755 earthquake was not always recognized as such. Monotony, pragmatism, parsimony, repetitive patterns and a lack of fantasy and originality were powerful anathemas that cast a vast shadow over the city built under Marquis de Pombal's government. In 1949, Pardal Monteiro, one of the most important Portuguese modernist architects, was the first author to re-evaluate the pombaline city fabric arguing that its architecture and urbanism foreshadowed the Modern Movement. However the terms of his appraisal prompted significant interest, the main critical discourses kept on reflecting a negative assessment of Pombal's undertaking. José-Augusto França's Lisboa Pombalina e o Iluminismo (Pombaline Lisbon and the Enlightenment) published in 1965 was the turning point in this regard – despite the fact that the negative discourse still endures in its own preface contributed by Pierre Francastel, the recognition of the reconstructed city as a Public Interest heritage in 1978 was a direct outcome of this study. França's complete and thorough analysis placed the new city within the aesthetics of the Enlightenment and emphasised the symbolic dimension both of its urban plan and of its plaza real. Yet França did not grant any artistic value to its housing typology – even if he recognises that the housing block is the very Pombaline building. My argument points out the theoretical framework that supported those discourses, while addressing the paradox implied on França's thesis – i.e. the simultaneous recognition of the architectonic importance of the housing typology and its lack of aesthetics qualities.

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interpretation . Natural Language Semantics 1 . 75 – 116 . Schulz , Katrin and Robert van Rooij . 2006 . Pragmatic meaning and non-monotonic reasoning: The case of exhaustive interpretation . Linguistics and Philosophy 29 . 205 – 250 .

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. Monoton matrices and finding cliques in a graph . Annales Univ. Sci. Budapest., Sect. Computatorica 41 ( 2013 ), 307 – 322 . [8] Weisstein , E. W . Monotonic matrix . in MathWorld–A Wolfram Web Resource .

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species richness on local and regional scales. 66 74 Abrams, P.A. 1995. Monotonic or unimodal diversity-productivity gradients: what does competition

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determining stress-strain relations under monotonic and uni-axial tensile loading, Material and Structures Vol. 23, No. 133, 1989, pp. 35–46. Tension testing of metallic structural material for determining stress-strain relations

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. (2007): Is Convergence Rate Monotonic?. Acta Oeconomica , 57(3):247–261. Tarján T. Is Convergence Rate Monotonic? Acta Oeconomica

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5 103 165 Elbert, Á. and Laforgia, A. , Some monotonicity properties for the zeros of ultraspherical polynomials, Acta

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. [3] Hu H. T. , Schnobrich W. C. Nonlinear finite element analysis of reinforced concrete plates and shells under monotonic loading , Computers & Structures

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. [4] Cruz-Uribe , David 1996 Piecewise monotonic doubling measures Rocky Mountain J. Math. 26 545 – 583 10.1216/rmjm/1181072073

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