Last update: Sat Mar 2 02:07:13 MST 2019
Top |
Symbols |
Numbers |
Math |
A |
B |
C |
D |
E |
F |
G |
H |
I |
J |
K |
L |
M |
N |
O |
P |
Q |
R |
S |
T |
U |
V |
W |
X |
Y |
Z
BibTeX entry
@Article{Bertolazzi:2005:UTB,
author = "E. Bertolazzi and G. Manzini",
title = "A unified treatment of boundary conditions in
least-square based finite-volume methods",
journal = j-COMPUT-MATH-APPL,
volume = "49",
number = "11--12",
pages = "1755--1765",
month = jun,
year = "2005",
CODEN = "CMAPDK",
ISSN = "0898-1221 (print), 1873-7668 (electronic)",
ISSN-L = "0898-1221",
bibdate = "Wed Mar 1 21:49:42 MST 2017",
bibsource = "http://www.math.utah.edu/pub/tex/bib/computmathappl2000.bib",
URL = "http://www.sciencedirect.com/science/article/pii/S0898122105001938",
acknowledgement = ack-nhfb,
fjournal = "Computers and Mathematics with Applications",
journal-URL = "http://www.sciencedirect.com/science/journal/08981221",
}
Related entries
- based,
39(5)227,
39(12)91,
40(6)845,
41(3)373,
41(12)1579,
41(12)1589,
42(1)189,
42(8)1217,
42(12)1505,
43(3)359,
43(3)607,
43(8)927,
43(10)1441,
44(7)957,
44(8)1109,
44(12)1581,
45(10)1611,
46(2)429,
46(5)891,
46(5)929,
46(10)1559,
47(2)217,
47(4)631,
47(6)893,
47(6)947,
47(8)1155,
48(7)1077,
48(10)1415,
48(10)1619,
49(7)1213,
49(11)1951,
50(3)359,
50(3)623,
50(8)1303,
51(5)769,
51(5)817,
51(9)1507,
51(9)1571,
52(1)197,
52(3)421,
52(6)905,
53(2)244,
53(7)1050,
53(9)1390,
53(12)1800,
54(4)499,
55(3)441,
55(6)1201,
55(8)1670,
55(11)2395,
55(11)2673,
55(11)2680,
56(1)143,
56(2)367,
56(5)1434,
56(6)1479,
56(6)1545,
56(7)1861,
56(8)1954,
56(8)2079,
56(10)2550,
57(1)67,
57(3)476,
57(6)961,
57(6)1057,
57(8)1265,
57(8)1365,
57(9)1494,
57(10)1672,
57(11)1724,
57(11)1756,
57(11)1829,
57(11)1835,
57(11)1862,
57(11)1883,
57(11)1901,
57(11)1929,
57(11)1943,
57(11)2030,
58(1)25,
58(1)189,
58(6)1190,
58(7)1441,
58(9)1769,
58(10)1936,
64(9)2961
- Bertolazzi, E.,
50(1)201
- condition,
39(1)21,
39(3)1,
39(7)49,
39(12)11,
40(1)117,
40(4)433,
41(3)307,
41(3)461,
41(5)757,
41(9)1155,
41(12)1477,
42(3)593,
42(6)849,
43(6)889,
43(10)1261,
43(12)1477,
43(12)1489,
43(12)1559,
44(3)277,
44(5)655,
44(10)1289,
45(1)9,
45(6)1125,
45(6)1369,
45(10)1507,
46(10)1735,
47(4)803,
47(6)863,
47(6)955,
47(6)1069,
47(6)1095,
47(6)1115,
47(6)1123,
47(8)1419,
47(10)1619,
48(1)73,
48(7)1153,
48(7)1167,
48(7)1181,
49(2)281,
49(5)689,
49(11)1853,
50(5)769,
50(5)895,
50(8)1499,
50(10)1621,
51(3)467,
51(3)661,
51(3)667,
51(6)889,
51(9)1483,
52(1)55,
52(3)363,
53(1)12,
53(1)144,
53(2)156,
53(6)940,
54(6)819,
54(6)840,
54(9)1234,
55(3)581,
55(4)776,
55(4)788,
55(6)1189,
55(6)1279,
55(7)1433,
55(9)1961,
55(10)2306,
55(12)2762,
55(12)2807,
56(1)82,
56(3)785,
56(5)1457,
56(6)1473,
56(8)2019,
56(9)2175,
56(9)2360,
56(10)2716,
56(11)2957,
57(1)17,
57(1)153,
57(5)763,
57(8)1313,
57(8)1389,
57(11)1978,
58(2)203,
58(3)464,
58(3)558,
58(5)922,
58(5)930,
58(5)940,
58(5)1003,
58(6)1273,
58(8)1662,
58(9)1838,
58(10)2005,
58(10)2035,
58(11)2495
- finite-volume,
51(5)681
- least-square,
45(10)1581,
47(2)473
- treatment,
45(4)785,
49(11)1767,
55(9)2043,
56(10)2724
- unified,
45(12)1861,
48(3)549,
49(5)923,
49(9)1403,
51(6)1047,
52(10)1609,
55(9)2043
- volume, finite-,
51(5)681