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123 results on '"Lasaponara F"'

5. Problemi chirurgici nel trapianto di rene e di pancreas - Position paper [Surgical overview on kidney and pancreas transplantation]

Author

Capocasale, E., Berardinelli, L., Beretta, C., Berloco, P., Boggi, U., Boschiero, L., Bretto, P., Carmellini, M., Citterio, F., Concone, G., De Carlis, L., De Rosa, P., Del Gaudio, M., Di Sandro, S., Di Tonno, P., Faenza, A., Famulari, A., Giacomoni, A., Giovannoni, M., Iaria, M., Lauterio, A., Lasaponara, F., Mazzoni, M. P., Nicita, G., Orsenigo, E., Parolini, D. C., Pietrabissa, A., Pinna, A. D., Pisani, F., Ravaioli, M., Rigotti, P., Romagnoli, J., Rossetti, O., Secchi, A., Socci, C., and Vistoli, F.

Subjects
failed allograft, kidney and pancreas transplantation, kidney preservation, living donation, recipient selection, failed allograft, living donation, kidney and pancreas transplantation, recipient selection, kidney preservation
Published
2016

6. Surgical overview on kidney and pancreas transplantation

Author

Capocasale, E, Berardinelli, L, Beretta, C, Berloco, P, Boggi, U, Boschiero, L, Bretto, P, Carmellini, M, Citterio, F, Concone, G, De Carlis, L, De Rosa, P, Del Gaudio, M, Di Sandro, S, Di Tonno, P, Faenza, A, Famulari, A, Giacomoni, A, Giovannoni, M, Iaria, M, Lauterio, A, Lasaponara, F, Mazzoni, M, Nicita, G, Orsenigo, E, Parolini, D, Pietrabissa, A, Pinna, A, Pisani, F, Ravaioli, M, Rigotti, P, Romagnoli, J, Rossetti, O, Secchi, A, Socci, C, Vistoli, F, Capocasale, Enzo, Berardinelli, Luisa, Beretta, Claudio, Berloco, Pasquale, Boggi, Ugo, Boschiero, Luigino, Bretto, Piero, Carmellini, Mario, Citterio, Franco, Concone, Giacomo, De Carlis, Luciano, De Rosa, Paride, Del Gaudio, Massimo, Di Sandro, Stefano, Di Tonno, Pasquale, Faenza, Alessandro, Famulari, Antonio, Giacomoni, Alessandro, Giovannoni, Massimo, Iaria, Maurizio, Lauterio, Andrea, Lasaponara, Fedele, Mazzoni, Maria Patrizia, Nicita, Giulio, Orsenigo, Elena, Parolini, Danilo Carlo, Pietrabissa, Andrea, Pinna, Antonio Daniele, Pisani, Franco, Ravaioli, Matteo, Rigotti, Paolo, Romagnoli, Jacopo, Rossetti, Ornella, Secchi, Antonio, Socci, Carlo, Vistoli, Fabio, Capocasale, E, Berardinelli, L, Beretta, C, Berloco, P, Boggi, U, Boschiero, L, Bretto, P, Carmellini, M, Citterio, F, Concone, G, De Carlis, L, De Rosa, P, Del Gaudio, M, Di Sandro, S, Di Tonno, P, Faenza, A, Famulari, A, Giacomoni, A, Giovannoni, M, Iaria, M, Lauterio, A, Lasaponara, F, Mazzoni, M, Nicita, G, Orsenigo, E, Parolini, D, Pietrabissa, A, Pinna, A, Pisani, F, Ravaioli, M, Rigotti, P, Romagnoli, J, Rossetti, O, Secchi, A, Socci, C, Vistoli, F, Capocasale, Enzo, Berardinelli, Luisa, Beretta, Claudio, Berloco, Pasquale, Boggi, Ugo, Boschiero, Luigino, Bretto, Piero, Carmellini, Mario, Citterio, Franco, Concone, Giacomo, De Carlis, Luciano, De Rosa, Paride, Del Gaudio, Massimo, Di Sandro, Stefano, Di Tonno, Pasquale, Faenza, Alessandro, Famulari, Antonio, Giacomoni, Alessandro, Giovannoni, Massimo, Iaria, Maurizio, Lauterio, Andrea, Lasaponara, Fedele, Mazzoni, Maria Patrizia, Nicita, Giulio, Orsenigo, Elena, Parolini, Danilo Carlo, Pietrabissa, Andrea, Pinna, Antonio Daniele, Pisani, Franco, Ravaioli, Matteo, Rigotti, Paolo, Romagnoli, Jacopo, Rossetti, Ornella, Secchi, Antonio, Socci, Carlo, and Vistoli, Fabio

Abstract

The main purpose of this paper, written by a group of Italian expert transplant surgeons, is to provide clinical support and to help through the decision-making process over pre-transplant surgical procedures in potential kidney recipients, as well as selection of pancreas transplant candidates and perioperative management of kidney recipient. Current topics such as different approaches in minimally invasive donor nephrectomy, methods of graft preservation and treatment of failed allograft were addressed.

Published
2016

17. 853 Risk factors for bladder cancer death, progression and recurrence in renal transplant patients

Author

Bosio, B.A., primary, Palazzetti, A., additional, Dalmasso, E., additional, Pisano, F., additional, Ammirati, E., additional, Alessandria, E., additional, Peretti, D., additional, Lillaz, B., additional, Pasquale, G., additional, Sedigh, O., additional, Destefanis, P., additional, Lasaponara, F., additional, Segoloni, G., additional, Biancone, L., additional, Gontero, P., additional, Fontana, D., additional, and Frea, B., additional

Published
2015
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29. A new numerical model for simulations of wave transformation, breaking and long-shore currents in complex coastal regions.

Author

Gallerano, F., Cannata, G., and Lasaponara, F.

Subjects
BOUSSINESQ equations, COASTAL engineering, CONTRAVARIANT & covariant vectors
Abstract

In this paper, we propose a model based on a new contravariant integral form of the fully nonlinear Boussinesq equations in order to simulate wave transformation phenomena, wave breaking, and nearshore currents in computational domains representing the complex morphology of real coastal regions. The aforementioned contravariant integral form, in which Christoffel symbols are absent, is characterized by the fact that the continuity equation does not include any dispersive term. A procedure developed in order to correct errors related to the difficulties of numerically satisfying the metric identities in the numerical integration of fully nonlinear Boussinesq equation on generalized boundary-conforming grids is presented. The Boussinesq equation system is numerically solved by a hybrid finite volume-finite difference scheme. The proposed high-order upwind weighted essentially non-oscillatory finite volume scheme involves an exact Riemann solver and is based on a genuinely two-dimensional reconstruction procedure, which uses a convex combination of biquadratic polynomials. The wave breaking is represented by discontinuities of the weak solution of the integral form of the nonlinear shallow water equations. The capacity of the proposed model to correctly represent wave propagation, wave breaking, and wave-induced currents is verified against test cases present in the literature. The results obtained are compared with experimental measures, analytical solutions, or alternative numerical solutions. Copyright © 2015 John Wiley & Sons, Ltd. [ABSTRACT FROM AUTHOR]

Published
2016
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