C
Christian Contarino
Researcher at University of Trento
Publications - 15
Citations - 819
Christian Contarino is an academic researcher from University of Trento. The author has contributed to research in topics: Cerebrospinal fluid & Lumbar puncture. The author has an hindex of 7, co-authored 15 publications receiving 471 citations. Previous affiliations of Christian Contarino include University of Virginia.
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Journal ArticleDOI
Functional aspects of meningeal lymphatics in ageing and Alzheimer’s disease
Sandro Da Mesquita,Antoine Louveau,Andrea Vaccari,Igor Smirnov,R. Chase Cornelison,Kathryn M. Kingsmore,Christian Contarino,Christian Contarino,Suna Onengut-Gumuscu,Emily Farber,Daniel M.S. Raper,Daniel M.S. Raper,Kenneth E. Viar,Romie D. Powell,Wendy Baker,Nisha Dabhi,Robin Bai,Rui Cao,Song Hu,Stephen S. Rich,Jennifer M. Munson,Jennifer M. Munson,M. Beatriz S. Lopes,Christopher C. Overall,Scott T. Acton,Jonathan Kipnis +25 more
TL;DR: It is shown that meningeal lymphatic vessels drain macromolecules from the CNS (cerebrospinal and interstitial fluids) into the cervical lymph nodes in mice and improves brain perfusion and learning and memory performance.
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Junction-Generalized Riemann Problem for stiff hyperbolic balance laws in networks
TL;DR: The new J-GRP solver is used to construct an ADER scheme that is globally explicit, locally implicit and with no theoretical accuracy barrier, in both space and time to deal with stiff source terms and can be applied to non-linear systems of hyperbolic balance laws in domains consisting on networks of one-dimensional sub-domains.
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Neurofluids: A holistic approach to their physiology, interactive dynamics and clinical implications for neurological diseases
TL;DR: A review of all major extracellular fluid compartments within the brain, advocates a holistic approach to the understanding of the fluid dynamics, rather than focusing on a single compartment when analyzing neurological diseases.
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A one-dimensional mathematical model of collecting lymphatics coupled with an electro-fluid-mechanical contraction model and valve dynamics
TL;DR: In this paper, a one-dimensional model for collecting lymphatics coupled with a novel Electro-Fluid-Mechanical Contraction (EFMC) model for dynamical contractions, based on a modified FitzHugh-Nagumo model for action potentials, is proposed.
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On the exact solution of the Riemann problem for blood flow in human veins, including collapse
TL;DR: This work solves exactly the Riemann problem for the non-linear hyperbolic system governing blood flow in human veins and shows that veins do not admit complete collapse, that is zero cross-sectional area A, which means that the Cauchy problem will not admit zeroCross-sectional areas as initial condition.