On a singular limit as θ→0 for a model for the evolution of morphogens in a growing tissue von Coclite, G. M., Coclite, M.

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Long time behavior of a model for the evolution of morphogens in a growing tissue II: θ<log⁡2 von Coclite, G.M., Coclite, M.M.

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On a model for the evolution of morphogens in a growing tissue II: θ=log(2) case von Coclite, G. M., Coclite, M. M.

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On a model for the evolution of morphogens in growing tissue III: θ<log⁡(2) von Coclite, G.M., Coclite, M.M.

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On a singular limit as $$\theta \rightarrow 0$$ for a model for the evolution of morphogens in a growing tissue von Coclite, G. M., Coclite, M.

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A convergent finite difference scheme for the Ostrovsky-Hunter equation on a bounded domain von Coclite, G. M., Ridder, J., Risebro, N. H.

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On a Model for the Evolution of Morphogens in a Growing Tissue von Coclite, G. M., Coclite, M. M., Mishra, S.

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Long time behavior of a model for the evolution of morphogens in a growing tissue von Coclite, G. M., Coclite, M. M.

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On a model for the evolution of morphogens in a growing tissue II: $$\varvec{\theta = \log (2)}$$ θ = log ( 2 ) case von Coclite, G. M., Coclite, M. M.

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Vanishing Viscosity for Traffic on Networks von Coclite, G M, Garavello, M

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Conservation laws with singular nonlocal sources von Coclite, G.M., Coclite, M.M.

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A note on positive solutions for conservation laws with singular source von Amadori, D., Coclite, G. M.

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Regularity and energy transfer for a nonlinear beam equation von Coclite, G.M., Fanizza, G., Maddalena, F.

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Vanishing viscosity for mixed systems with moving boundaries von Coclite, G.M., Garavello, M.

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Traffic flow on a road network von COCLITE, G. M, GARAVELLO, M, PICICOLI, B

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Waves in Flexural Beams with Nonlinear Adhesive Interaction von Coclite, G. M., Devillanova, G., Maddalena, F.

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Dispersive Effects in Two- and Three-Dimensional Peridynamics von Coclite, A., Coclite, G. M., Fanizza, G., Maddalena, F.

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Global weak solutions to a generalized hyperelastic-rod wave equation von COCLITE, G. M, HOLDEN, H, KARLSEN, K. H

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Numerical schemes for computing discontinuous solutions of the Degasperis–Procesi equation von Coclite, G. M., Karlsen, K. H., Risebro, N. H.

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A nonlocal Lagrangian traffic flow model and the zero-filter limit von Coclite, G. M., Karlsen, K. H., Risebro, N. H.

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