Last update: Fri Nov 9 02:04:41 MST 2018
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{Wansbeek:1982:SWO,
author = "Tom Wansbeek and Arie Kapteyn",
title = "A simple way to obtain the spectral decomposition of
variance components models for balanced data",
journal = j-COMMUN-STAT-THEORY-METH,
volume = "11",
number = "18",
pages = "2105--2112",
year = "1982",
CODEN = "CSTMDC",
DOI = "https://doi.org/10.1080/03610928208828373",
ISSN = "0361-0926 (print), 1532-415X (electronic)",
ISSN-L = "0361-0926",
bibdate = "Tue Jan 26 18:59:23 MST 2016",
bibsource = "http://www.math.utah.edu/pub/tex/bib/communstattheorymeth1980.bib",
acknowledgement = ack-nhfb,
fjournal = "Communications in Statistics: Theory and Methods",
journal-URL = "http://www.tandfonline.com/loi/lsta20",
}
Related entries
- balanced,
9(18)1901,
10(3)237,
11(1)31,
11(7)769,
11(25)2903,
12(9)1039,
12(12)1391,
12(15)1755,
13(11)1375,
13(14)1675,
13(21)2665,
14(6)1259,
14(10)2447,
14(12)3091,
15(5)1529,
16(4)1153,
16(9)2605,
16(12)3565,
17(4)1165,
17(5)1685,
18(10)3883
- component,
9(7)725,
9(10)1025,
10(14)1357,
10(19)1981,
11(4)423,
11(13)1403,
11(15)1643,
11(15)1659,
11(21)2475,
12(6)701,
12(18)2169,
13(2)197,
14(1)63,
14(4)851,
14(5)1201,
14(10)2489,
15(5)1561,
15(7)2191,
15(11)3307,
16(9)2605,
16(10)2873,
17(2)311,
17(4)1011,
17(4)1027,
17(4)1111,
17(4)1135,
17(4)1165,
17(4)1197,
17(4)1311,
17(6)1717,
17(6)1845,
17(8)2507,
17(9)3157,
17(10)3313,
17(10)3427,
18(5)1617,
18(11)4137,
18(12)4561
- decomposition,
13(9)1121,
16(2)477
- Kapteyn, Arie,
13(15)1811
- obtain,
12(23)2753
- simple,
9(4)399,
9(15)1619,
10(5)407,
10(10)983,
10(22)2339,
11(10)1147,
11(14)1615,
11(19)2195,
12(15)1737,
12(17)2035,
13(3)305,
13(9)1063,
13(14)1675,
13(22)2793,
13(25)3217,
14(7)1615,
14(9)2137,
15(12)3589,
16(2)407,
16(4)1027,
16(6)1703,
17(6)1903,
17(7)2279,
17(9)2997,
17(9)3017,
18(4)1201,
18(5)1927
- spectral,
12(18)2085,
14(5)1001
- Wansbeek, Tom,
13(15)1811
- way,
13(17)2143,
14(12)3033,
15(5)1515,
18(7)2489,
18(9)3327