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BibTeX entry
@Article{Soane:2010:OCR,
author = "Ana Maria Soane and Manil Suri and Rouben Rostamian",
title = "The optimal convergence rate of a {$ C^1 $} finite
element method for non-smooth domains",
journal = j-J-COMPUT-APPL-MATH,
volume = "233",
number = "10",
pages = "2711--2723",
day = "15",
month = mar,
year = "2010",
CODEN = "JCAMDI",
DOI = "https://doi.org/10.1016/j.cam.2009.11.020",
ISSN = "0377-0427 (print), 1879-1778 (electronic)",
ISSN-L = "0377-0427",
MRclass = "65N30 (35J25 65N12 65N15)",
MRnumber = "2577857",
MRreviewer = "Rachid Touzani",
bibdate = "Sat Feb 25 13:24:18 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/jcomputapplmath2010.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0377042709007614",
acknowledgement = ack-nhfb,
fjournal = "Journal of Computational and Applied Mathematics",
journal-URL = "http://www.sciencedirect.com/science/journal/03770427",
xxtitle = "The optimal convergence rate of a {[??IMAGE??]} finite
element method for non-smooth domains",
}
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- $ C^1 $,
234(4)1188,
236(4)529,
248(z)47,
257(z)65
- 35J25,
236(18)4645
- 65N12,
234(5)1404,
236(5)714
- 65N15,
234(2)526,
235(15)4337,
236(5)714,
236(18)4810,
255(z)502
- 65N30,
233(12)3086,
233(12)3178,
234(2)526,
234(5)1404,
234(7)2350,
235(8)2731,
235(15)4337,
236(5)714,
236(18)4645,
236(18)4810,
242(z)232,
254(z)175,
255(z)502,
261(z)249,
265(z)151,
270(z)12,
270(z)121
- convergence,
233(8)1879,
233(9)2302,
233(11)3060,
234(3)722,
234(3)750,
234(3)777,
234(4)972,
234(4)1179,
234(5)1426,
234(6)1692,
234(6)1920,
234(10)2932,
234(10)2969,
234(10)3048,
235(1)218,
235(1)301,
235(5)1515,
235(7)1840,
235(8)2569,
235(8)2790,
235(9)2993,
235(9)3006,
235(10)3189,
235(10)3195,
235(12)3502,
235(14)4251,
235(14)4302,
235(16)4567,
235(16)4717,
235(17)4978,
235(17)5105,
235(17)5177,
235(17)5203,
236(1)28,
236(2)119,
236(3)354,
236(3)364,
236(7)1724,
236(7)1841,
236(7)1892,
236(7)1903,
236(9)2317,
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236(13)3174,
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236(15)3561,
236(15)3605,
236(15)3654,
236(15)3796,
236(17)4276,
236(17)4410,
236(17)4436,
236(17)4448,
236(17)4537,
236(18)4893,
237(1)363,
238(z)14,
239(z)50,
239(z)152,
239(z)179,
239(z)322,
244(z)157,
245(z)1,
247(z)17,
247(z)34,
252(z)86,
254(z)175,
255(z)481,
255(z)661,
255(z)684,
255(z)753,
257(z)132,
259(z)174,
260(z)244,
260(z)281,
260(z)294,
260(z)543,
261(z)378,
262(z)14,
263(z)466,
264(z)115,
265(z)173,
266(z)39,
269(z)118,
277(z)215
- domain,
233(8)1850,
233(11)2779,
233(11)2940,
234(4)1078,
234(5)1492,
234(6)1725,
234(6)1970,
234(9)2646,
235(1)301,
235(3)805,
235(5)1288,
235(5)1342,
235(5)1394,
235(8)2679,
235(9)2979,
235(11)3342,
235(15)4464,
235(17)5078,
235(17)5155,
235(17)5177,
235(17)5203,
236(3)364,
236(7)1766,
236(9)2515,
236(13)3084,
236(16)3956,
236(18)4671,
239(z)72,
246(z)65,
249(z)51,
255(z)468,
261(z)1,
261(z)127,
263(z)466,
265(z)264,
267(z)33,
270(z)2,
271(z)401
- non-smooth,
235(17)5177,
236(7)1903,
250(z)122
- optimal,
233(5)1202,
233(8)1812,
233(9)2278,
234(2)526,
234(4)1188,
234(4)1291,
234(5)1572,
234(10)2953,
234(10)2969,
235(1)144,
235(3)825,
235(5)1114,
235(7)1840,
235(10)3138,
235(10)3163,
235(10)3189,
235(10)3245,
235(12)3435,
235(13)3817,
235(15)4368,
235(16)4839,
235(17)5078,
236(2)150,
236(6)1055,
236(6)1240,
236(6)1370,
236(9)2582,
236(12)2923,
242(z)82,
242(z)213,
243(z)91,
245(z)10,
250(z)143,
252(z)95,
253(z)66,
255(z)142,
255(z)270,
255(z)671,
257(z)212,
258(z)1,
258(z)168,
259(z)336,
259(z)371,
259(z)443,
259(z)682,
259(z)771,
260(z)18,
261(z)62,
261(z)118,
261(z)139,
261(z)146,
261(z)287,
261(z)364,
262(z)223,
263(z)326,
266(z)52,
270(z)343,
272(z)41
- rate,
233(8)1834,
234(2)512,
234(4)1069,
235(2)391,
235(8)2170,
235(9)3006,
236(2)119,
256(z)52,
258(z)1,
259(z)385,
259(z)464,
262(z)14,
263(z)466
- smooth, non-,
235(17)5177,
236(7)1903