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         "label" : "On the singular limit of a two-phase flow equation with heterogeneities\n\tand dynamic capillary pressure",
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         "author": [ 
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            	{"first" : "F.",	"last" : "Kissling"},
            	{"first" : "K.H.",	"last" : "Karlsen"}
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         "pages": "n/a--n/a","abstract": "We consider conservation laws with spatially discontinuous flux that\n\tare perturbed by diffusion and dispersion terms. These equations\n\tarise in a theory of two-phase flow in porous media that includes\n\trate-dependent (dynamic) capillary pressure and spatial heterogeneities.\n\tWe investigate the singular limit as the diffusion and dispersion\n\tparameters tend to zero, showing strong convergence towards a weak\n\tsolution of the limit conservation law.",
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