Entry Bjorstad:2002:FLN from lncs2002a.bib
Last update: Sat Jan 6 02:13:50 MST 2018
Top |
Symbols |
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{Bjorstad:2002:FLN,
author = "Petter E. Bj{\o}rstad and Piotr Krzy{\.z}anowski",
title = "A Flexible $2$-Level {Neumann--Neumann} Method for
Structural Analysis Problems",
journal = j-LECT-NOTES-COMP-SCI,
volume = "2328",
pages = "387--??",
year = "2002",
CODEN = "LNCSD9",
ISSN = "0302-9743 (print), 1611-3349 (electronic)",
ISSN-L = "0302-9743",
bibdate = "Tue Sep 10 19:09:33 MDT 2002",
bibsource = "http://link.springer-ny.com/link/service/series/0558/tocs/t2328.htm;
http://www.math.utah.edu/pub/tex/bib/lncs2002a.bib",
URL = "http://link.springer-ny.com/link/service/series/0558/bibs/2328/23280387.htm;
http://link.springer-ny.com/link/service/series/0558/papers/2328/23280387.pdf",
acknowledgement = ack-nhfb,
}
Related entries
- $2$,
2268(0)291,
2301(0)301,
2308(0)390,
2317(0)97,
2328(0)703,
2329(0)361
- Analysis,
2222(0)119,
2222(0)226,
2222(0)278,
2265(0)477,
2268(0)1,
2278(0)182,
2278(0)298,
2280(0)1,
2280(0)98,
2280(0)312,
2281(0)232,
2281(0)384,
2281(0)408,
2281(0)426,
2281(0)449,
2281(0)600,
2281(0)616,
2281(0)640,
2285(0)620,
2286(0)16,
2287(0)287,
2288(0)81,
2288(0)103,
2289(0)35,
2289(0)62,
2289(0)194,
2291(0)124,
2293(0)117,
2294(0)109,
2294(0)139,
2296(0)151,
2296(0)179,
2298(0)181,
2298(0)241,
2298(0)296,
2301(0)175,
2304(0)46,
2304(0)62,
2304(0)159,
2304(0)213,
2305(0)98,
2305(0)243,
2305(0)314,
2307(0)121,
2311(0)280,
2312(0)121,
2313(0)108,
2315(0)158,
2315(0)220,
2318(0)42,
2318(0)170,
2319(0)337,
2324(0)51,
2324(0)233,
2324(0)279,
2326(0)279,
2327(0)93,
2327(0)133,
2327(0)190,
2327(0)354,
2328(0)256,
2328(0)410,
2328(0)510,
2328(0)663,
2329(0)137,
2329(0)196
- Flexible,
2281(0)438,
2288(0)382,
2296(0)73,
2313(0)252,
2318(0)205,
2322(0)188
- Level,
2286(0)508,
2295(0)251,
2316(0)126,
2318(0)246,
2329(0)494
- Method,
2261(0)51,
2265(0)465,
2279(0)21,
2279(0)82,
2279(0)325,
2281(0)268,
2281(0)532,
2281(0)576,
2288(0)18,
2288(0)428,
2288(0)440,
2289(0)3,
2289(0)393,
2290(0)169,
2291(0)334,
2292(0)148,
2294(0)16,
2297(0)281,
2301(0)428,
2303(0)172,
2305(0)213,
2306(0)327,
2308(0)249,
2308(0)337,
2308(0)485,
2309(0)117,
2309(0)132,
2313(0)1,
2313(0)108,
2313(0)460,
2314(0)76,
2319(0)337,
2319(0)351-1,
2320(0)13,
2323(0)41,
2324(0)188,
2324(0)205,
2326(0)156,
2327(0)175,
2328(0)3,
2328(0)185,
2328(0)535,
2328(0)679,
2328(0)687,
2328(0)695,
2328(0)747,
2328(0)756,
2328(0)833,
2328(0)841,
2329(0)137,
2329(0)206,
2329(0)345,
2329(0)361,
2329(0)409,
2329(0)468,
2329(0)533,
2329(0)623,
2329(0)673,
2329(0)813,
2329(0)920,
2329(0)1010,
2329(0)1068
- problem,
2277(0)63,
2277(0)145,
2279(0)11,
2279(0)51,
2279(0)61,
2279(0)82,
2279(0)112,
2279(0)132,
2279(0)143,
2279(0)153,
2279(0)173,
2280(0)415,
2285(0)154,
2285(0)262,
2285(0)513,
2285(0)620,
2286(0)4,
2286(0)105,
2286(0)118,
2286(0)165,
2286(0)263,
2286(0)508,
2286(0)554,
2286(0)613,
2287(0)627,
2289(0)134,
2295(0)175,
2297(0)281,
2301(0)372,
2302(0)157,
2304(0)111,
2308(0)18,
2308(0)42,
2308(0)325,
2310(0)180,
2310(0)295,
2313(0)89,
2317(0)236,
2317(0)264,
2318(0)148,
2318(0)241,
2321(0)23,
2321(0)88,
2322(0)198,
2322(0)268,
2326(0)103,
2328(0)79,
2328(0)194,
2328(0)236,
2328(0)395,
2328(0)643,
2328(0)663,
2328(0)679,
2328(0)778,
2328(0)789,
2328(0)797,
2328(0)833,
2328(0)851,
2329(0)286,
2329(0)335,
2329(0)345,
2329(0)468,
2329(0)623,
2329(0)673,
2329(0)733,
2329(0)853,
2329(0)862,
2329(0)881,
2329(0)900
- Structural,
2266(0)82,
2266(0)120,
2266(0)131,
2266(0)151,
2266(0)160,
2266(0)172,
2266(0)183,
2277(0)112,
2313(0)486,
2328(0)663,
2329(0)833