Andrea Marchese

The prognostic importance of the right ventricle for patients with mitral regurgitation undergoing surgical treatment: A speckle tracking study

Maria Concetta Pastore, F Marrese, Andrea Marchese, L Tanzi et autres

BACKGROUND: A careful preoperative evaluation of patients with mitral regurgitation (MR) is pivotal to optimize the timing of intervention and clinical outcome. The aim of this study was to evaluate preoperative prognostic parameters, among basic and speckle tracking echocardiography (STE), in patients …

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On regularity for integral currents - the smooth approximation of cycles

Andrea Marchese, Gianmarco Caldini

Trends in surgical outcomes for perihilar cholangiocarcinoma: Insights from a Western tertiary center

Mario De Bellis, Laura Alaimo, Simone Conci, Edoardo Poletto et autres

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A model of anisotropic branched optimal transport

Martina Bellettini, Andrea Marchese

We propose a new anisotropic optimal transport model based on the theory of currents, where the anisotropic cost function splits as the product of a factor depending only on the spatial direction and a factor depending only on the multiplicity of the …

A model of anisotropic branched optimal transport

Martina Bellettini, Andrea Marchese

We propose a new anisotropic optimal transport model based on the theory of currents, where the anisotropic cost function splits as the product of a factor depending only on the spatial direction and a factor depending only on the multiplicity of the …

Robot-Assisted Liver Resection With Versius ® Surgical System: COMPAR-L Prospective Study

Laura Alaimo, Tommaso Campagnaro, Simone Conci, Sara Boggio et autres

Background While similar procedures can be performed using various robotic platforms across different surgical fields, no data exists on robotic liver resection (RLR) with the Versius ® robotic system (Cambridge Medical Robots-CMR Surgical). This study collected data on the first case series …

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Lipschitz solvability of prescribed Jacobian and divergence for singular measures

Luigi De Masi, Andrea Marchese

Let $μ$ be a finite Radon measure on an open set $Ω\subset\mathbb{R}^d$, singular with respect to the Lebesgue measure. We prove Lusin-type solvability results for the prescribed divergence equation and the prescribed Jacobian equation with Lipschitz solutions. More precisely, for every $\varepsilon>0$ …

Lipschitz solvability of prescribed Jacobian and divergence for singular measures

Luigi De Masi, Andrea Marchese

Let $μ$ be a finite Radon measure on an open set $Ω\subset\mathbb{R}^d$, singular with respect to the Lebesgue measure. We prove Lusin-type solvability results for the prescribed divergence equation and the prescribed Jacobian equation with Lipschitz solutions. More precisely, for every $\varepsilon>0$ …

Area minimizing hypersurfaces modulo p: a geometric free-boundary problem

Camillo De Lellis, Jonas Hirsch, Andrea Marchese, Luca Spolaor et autres

We consider area minimizing m -dimensional currents mod ( p ) in complete C 2 Riemannian manifolds Σ of dimension m + 1 . For odd moduli we prove that, away from a closed rectifiable set of codimension 2, the current in …

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Toward Faster Microscopy with Encoded Illumination

Pietro Ricci, Andrea Marchese, Christos Alexandropoulos, L. Rodríguez-Suné et autres

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Left extended hepatectomy with biliary resection and reconstruction for hilar cholangiocarcinoma in patient with Osler-Rendu-Weber disease: a case report and review of literature

Andrea Marchese, Simone Conci, Sara Pecori, Claudia Castelli et autres

Osler-Rendu-Weber syndrome is a genetic disease that involves organs, liver included, characterized by alterations in the vessel walls, making them more vulnerable to spontaneous rupture and bleeding indeed. Our aim is to report a case of patient with Osler-Rendu-Weber syndrome undergoing extended …

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A PDE perspective on the flat chain conjecture

Andrea Marchese

This survey summarizes recent progress on the flat chain conjecture, which asserts the equivalence between metric currents and flat chains with finite mass in the Euclidean space. In particular, we focus on recent work showing that the conjecture is equivalent to a …