4 Hebbian analysis of the transformation of medial entorhinal grid-cell inputs 5 to hippocampal place fields 6 7 8 9 10 Francesco Savelli and James J. Knierim 11 12 Zanvyl Krieger Mind/Brain Institute 13 Solomon H. Snyder Department of Neuroscience 14 Johns Hopkins University 15 Baltimore, MD 16 17 Department of Neurobiology and Anatomy 18 University of Texas Medical School at Houston 19 Housto...

Giancarlo Coròa , Monica Plecherob* Francesco Rullanic & Mario Volpeda School of Economics, Languages and Entrepreneurship for International Trade, Ca’ Foscari University Venice, Treviso, Italy. b Department San Giobbe, Italy.c Management Bliss – Digital Impact Lab, d Fondamenta

Au cours du xviie siècle, le roman connaît un grand succès en Italie et Europe. Dans la Péninsule, moment de son plus épanouissement couvre une période d’une cinquantaine d’années allant 1620 environ au début des années 1670. Le baroque se développe surtout Nord, dans les régions Venise, Gênes, Bologne Milan. Les deux romans qui sont ici mis parallèle présentent plusieurs points commun à partir...

The investigation and representation of insects in the seventeenth century posed huge problems: on the one hand, their size and texture required optical tools and fixation techniques to disentangle and identify their tiny parts; on the other, the esoteric nature of those parts required readers to make sense of images alien to their daily experiences. Naturalists and anatomists developed sophist...

This paper provides a sintetic review of the literature concernig the effects of imprisonment on crime rates and on recidivism. We hghlighht both the effects depending on general and specific deterrence as well as open research questions. Readers wishing to cite this document are asked to use the following form of words: Galbiati Roberto, Drago Francesco (2012). “Deterrent effects of imprisonme...

Ressenya sobre el llibre de Joan Vergés Gifra, Francesco Ardolino, Marta Nadal Brunès (eds.), Maria Aurèlia Capmany. Escriptora i pensadora, Girona, Documenta Universitaria, 2019, 306 p., ISBN: 978-84-9984-496-1.

In this review we explain interrelations between the Elliptic Calogero-Moser model, integrable Elliptic Euler-Arnold top, monodromy preserving equations and the KnizhnikZamolodchikov-Bernard equation on a torus. Dedicated to 70-th birthday of Francesco Calogero