Pethiyagoda et al. (2012) made available the genus-group name Dravidia (type species Cirrhinus fasciatus Jerdon, 1849: 305) for the ‘Puntius fasciatus’ group of fishes endemic to the peninsula of India. We were unaware at the time this paper was written (2010) that this name had shortly before been preoccupied by Dravidia Lehrer, 2010, in Diptera: Sarcophagidae. As such, a replacement name for ...

Representatives of the fish genus Carasobarbus Karaman, 1971 (Actinopterygii: Cyprinidae) from the Middle East and North Africa were previously placed in 14 different genus-group taxa (Barbellion, Barbus, Barynotus, Capoeta, Carasobarbus, Cyclocheilichthys, Kosswigobarbus, Labeobarbus, Luciobarbus, Pseudotor, Puntius, Systomus, Tor and Varicorhinus). The generic assignment of several species ch...

When presented with stimulus shoals of siblings and conspecifics in equal number, P. sarana subnasutus were able to discriminate their siblings and preferred to associate with them. Given a choice between large shoal and a small shoal consisting of siblings, the juvenile fish preferred to associate with larger stimulus group to the smaller one. However, juveniles traded off their preference for...

In questo articolo si discute il caso controllo di una medicazione composta da Rigenase© (stimolina origina vegetale) addizionata poliesanide, su un nuovo supporto in PET triplo strato nel trattamento lesioni cutanee croniche dell’arto inferiore. Scopo dello studio è la valutazione termini riparazione e del bioburden Batterico. Sono stati arruolati 20 pazienti con periodo run 6 settimane terapi...

We study a particular class of rationally connected manifolds, X ⊂ P , such that two general points x, x′ ∈ X may be joined by a conic contained in X. We prove that these manifolds are Fano, with b2 6 2. Moreover, a precise classification is obtained for b2 = 2. Complete intersections of high dimension with respect to their multi-degree provide examples for the case b2 = 1. The proof of the cla...

We study a particular class of rationally connected manifolds, X ⊂ P , such that two general points x, x′ ∈ X may be joined by a conic contained in X. We prove that these manifolds are Fano, with b2 6 2. Moreover, a precise classification is obtained for b2 = 2. Complete intersections of high dimension with respect to their multi-degree provide examples for the case b2 = 1. The proof of the cla...

We study a particular class of rationally connected manifolds, X ⊂ P , such that two general points x, x′ ∈ X may be joined by a conic contained in X. We prove that these manifolds are Fano, with b2 6 2. Moreover, a precise classification is obtained for b2 = 2. Complete intersections of high dimension with respect to their multi-degree provide examples for the case b2 = 1. The proof of the cla...