A BRIEF DISSECTION GUIDE TO HUMAN THORAX

The purpose of this technical report is to present that, in summer 2018, a group of students from the University of Palermo did at the University of malta. The students have the experience to dissected a thorax under a guide to expert dissectors. This work would be also a small dissection guide for young students who want to learn the main bases of dissectio

Dolbeault and Bott-Chern formalities: Deformations and ∂∂‾-lemma

It is proved that the properties of being Dolbeault formal and geometrically-Bott-Chern-formal are not closed under holomorphic deformations of the complex structure. Further, we construct a compact complex manifold which satisfies the ∂∂‾-lemma but admits a non vanishing Aeppli-Bott-Chern-Massey product

On cohomological and formal properties of strong Kähler with torsion and astheno-Kähler metrics

We provide families of compact astheno-Kähler nilmanifolds and we study the behaviour of the complex blowup of such manifolds. We prove that the existence of an astheno-Kähler metric satisfying an extra differential condition is not preserved by blowup. We also study the interplay between Strong Kähler with torsion metrics and geometrically Bott–Chern metrics. We show that Fino–Parton–Salamon nilmanifolds are geometrically-Bott–Chern-formal, whereas we obtain negative results on the product of two copies of primary Kodaira surface, Inoue surface of type SM and on the product of a Kodaira surface with an Inoue surface

A DISSECTION'S GUIDE TO HUMAN ABDOMINAL CAVITY

The purpose of this article is to show the abdominal cavity's dissection method. In the summer of 2018 a group of students from the University of Palermo, who had already taken the anatomy exam and had good knowledege of English, went for a period of two weeks to do a dissection course at the University of malta. The students dissected skin, subcutaneously, muscle layers, parietal peritoneum and abdominal organs. this works proves to be a small dissection guide for young medical students who want to learn the main bases of dissection and important information for topographical anatomy