Hi, I asked this before, but haven't got any response. So would like to have 
another try. thanks for help. Also tried twice to join the  model mailing list 
so that I can ask question there, but still haven't got permission to join that 
list yet.



===========


Hi, I am wondering how I can specify no intercept in a mixed model using 
lmer(). 

Here is an example dataset attached ("test.txt"). There are 3 workers, in 5 
days, measured a response variable "y" on independent variable "x". I want to 
use a quadratic term (x2 in the dataset) to model the relationship between y 
and x.

test<-read.table("test.txt",sep='\t',header=T)

If I just simply use lm() and ignore worker and day, so that I can try both a 
linear regression with and without an intercept, here is what I get:

lm(y~x+x2, data=test)
Coefficients:
(Intercept)            x           x2  
-1.7749104    0.1099160   -0.0006152

lm(y~x+x2-1, data=test)
Coefficients:
         x          x2  
0.0490097  -0.0001962

Now, I want to try mixed model considering worker and day as random effect. 

With an intercept:

lmer(y~x+x2+(1|worker)+(1|day), data=test)
Fixed effects:
              Estimate Std. Error t value
(Intercept) -1.324e+00  4.490e-01  -2.948
x            1.117e-01  8.563e-03  13.041
x2          -6.357e-04  7.822e-05  -8.127

Without an intercept:

lmer(y~x+x2+(1|worker)+(1|day)-1, data=test)
Fixed effects:
     Estimate Std. Error t value
x   1.107e-01  8.528e-03  12.981
x2 -6.304e-04  7.805e-05  -8.077

It seems working fine. But if you look at the fixed effect coefficients of both 
mixed models, the coefficients for x and x2 are not much different, regardless 
of whether an intercept is included or not. This is not the case for simple 
linear regression using lm() on the top.

If I plot all 4 models in the following plot:

xyplot(y~x,groups=worker,test, col.line = "grey", lwd = 2,
, panel = function(x,y) { 
    panel.xyplot(x,y, type='p')
    x<-sort(x)
    panel.lines(x,-1.324+0.1117*x-0.0006357*x*x) 
    panel.lines(x,0.1107*x-0.0006304*x*x,col='red') 
    panel.lines(x,0.04901*x-0.0001962*x*x,col='blue') 
    panel.lines(x,-1.7749+0.10992*x-0.0006152*x*x,col='green') 


  }) 

As you can see, the mixed model without intercept (red line) does not fit the 
data very well (it's at the top edge of the data, instead of in the middle of 
the data), so I guess I did something wrong here.

Can anyone make any suggestions?

Thanks

John


      
worker  day     x       x2      y
1       AC      05MAY10 -0.744840518760792      0.554787398387846       
-4.30960132841301
2       AC      05MAY10 0.787599395527709       0.620312807835613       
-4.71542109959628
3       AC      05MAY10 0.545530976094587       0.297604045878713       
-2.31063823031730
4       AC      05MAY10 10.4116867886136        108.403221784190        
-2.68580284811662
5       AC      05MAY10 45.8678415780720        2103.85889103111        
0.857277739439742
6       AC      05MAY10 84.8497464051184        7199.4794650129 2.45727135537005
7       AC      05MAY10 103.133586922502        10636.5367515012        
2.13169532824448
8       AC      05MAY10 105.748839904875        11182.8171412270        
1.28410512992259
9       CAH     05MAY10 -0.899013850822378      0.808225903970481       
-1.03955702898241
10      CAH     05MAY10 2.98715094752831        8.92307078331928        
0.829280624483265
11      CAH     05MAY10 1.72294341018182        2.96853399468895        
-0.50214940111739
12      CAH     05MAY10 20.4231486028650        417.104998854705        
3.11786294644213
13      CAH     05MAY10 69.3541875183234        4810.00332632677        
3.34246850536472
14      CAH     05MAY10 111.307639403626        12389.3905896076        
2.70345650675251
15      CAH     05MAY10 124.004258887019        15377.0562221188        
4.00616663408449
16      CAH     05MAY10 128.613638097411        16541.4679046517        
5.1806910416212
17      YG      05MAY10 -0.944438526313875      0.891964129985924       
-6.26534533776664
18      YG      05MAY10 2.03694726901381        4.14915417674284        
-3.78598472716979
19      YG      05MAY10 2.33837780519899        5.46801075984726        
-4.2138305943426
20      YG      05MAY10 21.6366580986433        468.144973677588        
1.89365585649664
21      YG      05MAY10 67.5861096660383        4567.88221978976        
4.58402791158291
22      YG      05MAY10 107.949510371836        11653.0967895192        
2.05571359621679
23      YG      05MAY10 112.126993688471        12572.4627136144        
4.05242444227599
24      YG      05MAY10 116.153400981747        13491.6125596265        
4.34316209268166
25      AC      06MAY10 -1.08663195011827       1.18076899501784        
-2.12763929077743
26      AC      06MAY10 -0.426141043811507      0.181596189220761       
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27      AC      06MAY10 -1.10752325011792       1.22660774955177        
-3.01995286978557
28      AC      06MAY10 7.78787375907454        60.6509776872818        
-1.64834644316891
29      AC      06MAY10 45.3160993898581        2053.5488639115 1.24401144964837
30      AC      06MAY10 87.1430284366417        7593.90740510935        
4.03535823827577
31      AC      06MAY10 105.003743707372        11025.7861925634        
1.29543626134492
32      AC      06MAY10 108.601951968250        11794.3839713140        
3.84919041637386
33      CAH     06MAY10 -0.382454625559666      0.146271540611985       
-3.24421838888465
34      CAH     06MAY10 0.300186521658450       0.0901119477853992      
-1.37712133953019
35      CAH     06MAY10 -0.814335902708673      0.66314296244035        
-2.12844632825254
36      CAH     06MAY10 9.791747074437  95.8783107697455        1.37311802825667
37      CAH     06MAY10 52.1011610030969        2714.53097787062        
-0.393168361803423
38      CAH     06MAY10 101.966194385881        10397.1047975392        
2.66057348869074
39      CAH     06MAY10 112.592562878277        12677.0852154987        
1.91384920016281
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2.06188667920977
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1.49844000607205
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2.53542586823079
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2.95329003854665
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5.0685809676014
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4.06642471090290
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0.986266958945663
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2.19389338149745
54      AC      07MAY10 98.2558014383485        9654.20251629217        
3.92589157640871
55      AC      07MAY10 108.302821306135        11729.5011028685        
2.53121102711589
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2.34432932634521
97      AC      13MAY10 -0.885224809610779      0.78362296355044        
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0.975980130414523
101     AC      13MAY10 63.3950961679038        4018.93821813777        
2.65723036397414
102     AC      13MAY10 93.1009307560951        8667.78330765122        
3.39213524465907
103     AC      13MAY10 99.8712158796281        9974.2597612753 4.29568471688144
104     AC      13MAY10 100.052602454596        10010.5232579375        
4.84074935161124
121     AC      19MAY10 0.227299766484946       0.0516651838441111      
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0.468472823690819
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-0.547570024002551
124     AC      19MAY10 28.1273391056646        791.14720516505 
0.224584723010114
125     AC      19MAY10 78.8401126239697        6215.76335856023        
1.95018272395341
126     AC      19MAY10 102.303293809834        10465.9639243412        
3.04490590673202
127     AC      19MAY10 113.874480526457        12967.3973151704        
3.61065504963216
128     AC      19MAY10 120.377904609485        14490.8399181703        
0.481402373966058
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-1.29418903004161
149     AC      05MAY10 25.0653277333866        628.27065438208 
0.811327868248266
150     AC      05MAY10 72.493012300677 5255.23683242611        2.37944934753012
151     AC      05MAY10 92.9288452260117        8635.77027504004        
0.0401498831148303
152     AC      05MAY10 95.7760860317234        9173.05865555607        
1.22219027271765
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0.80313597211541
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156     CAH     05MAY10 9.66689590054004        93.4488763518778        
2.34571631892758
157     CAH     05MAY10 44.1847030925186        1952.28798737402        
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2.74867040530801
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2.65633608770301
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0.0940140809611728
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3.43799792316840
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3.39982079949263
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3.89939771627669
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3.16168399861466
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1.34939205187882
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3.20457574553478
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181     CAH     06MAY10 30.3082407914432        918.5894598721  
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182     CAH     06MAY10 86.3307447686103        7452.99749230293        
3.51039774544943
183     CAH     06MAY10 103.207161528797        10651.7181908311        
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1.93164597807710
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1.28537150131061
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1.02554347681809
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1.53187002673428
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