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         "id"   : "https://puma.ub.uni-stuttgart.de/bibtex/2992b581f1e96812159406b320cdc362c/mhartmann",         
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         "label" : "Convergence rates for adaptive finite elements",
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         "author": [ 
            "Fernando D. Gaspoz","Pedro Morin"
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            	{"first" : "Fernando D.",	"last" : "Gaspoz"},
            	{"first" : "Pedro",	"last" : "Morin"}
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         "label" : "Design and Convergence of AFEM in $H(div)$",
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            	{"first" : "J. Manuel",	"last" : "Cascón"},
            	{"first" : "Ricardo H.",	"last" : "Nochetto"},
            	{"first" : "Kunibert G.",	"last" : "Siebert"}
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         "volume": "17","number": "11","pages": "1849--1881","abstract": "We design an adaptive finite element method (AFEM) for mixed boundary\n\tvalue problems associated with the differential operator A-?div in\n\tH(div, O). For A being a variable coefficient matrix with possible\n\tjump discontinuities, we provide a complete a posteriori error analysis\n\twhich applies to both Raviart�Thomas R",
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         "author": [ 
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            	{"first" : "F. D.",	"last" : "Gaspoz"},
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            	{"first" : "D.",	"last" : "Ziegler"}
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         "label" : "A posteriori error estimates with point sources in fractional sobolev\n\tspaces",
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         "journal": "Numerical Methods for Partial Differential Equations",
         "year": "2017", 
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         "author": [ 
            "F. D. Gaspoz","P. Morin","A. Veeser"
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            	{"first" : "F. D.",	"last" : "Gaspoz"},
            	{"first" : "P.",	"last" : "Morin"},
            	{"first" : "A.",	"last" : "Veeser"}
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         "volume": "33","number": "4","pages": "1018--1042",
         "issn" : "1098-2426",
         
         "owner" : "langeras",
         
         "doi" : "10.1002/num.22065",
         
         "bibtexKey": "gaspoz2017posteriori"

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