[R] R: one bananna aov() question

Pete Hurd phurd at uts.cc.utexas.edu
Fri Mar 31 23:41:49 CEST 2000


Hello world,


I'm trying to do an
anova on data in data.set, dependent variable is a column
named "dep.var", grouping variable is in a column called "indep.var", and
is.factor(indep.var) is TRUE...
why can't I just do aov(dep.var ~ indep.var, data = data.set)?

What have I done to deserve this?!  What gives?  Am I missing something
totlly obvious?  

R-base-1.0.0-1, linux RH 6.1.

---------------------------------------------------------------------

> aov(aggr.resid ~ indiv.code, data = resids.dat)
Error in lm.fit(x, y, offset = offset) : NA/NaN/Inf in foreign function
call (arg 4)
In addition: Warning message: 
"-" not meaningful for factors in: Ops.factor(y, offset) 
> aov(indiv.code ~ aggr.resid, data = resids.dat)
Error in lm.fit(x, y, offset = offset) : NA/NaN/Inf in foreign function
call (arg 4)
In addition: Warning message: 
"-" not meaningful for factors in: Ops.factor(y, offset) 
> resids.dat 
    lizard indiv.code          aggr.resid
1       L1          1  -0.407454158915762
2       L3         21    1.40911506776508
3       L4         23    1.86473558331119
4       L5         24  -0.090884932234919
5       L6         25   -2.09088493223492
6       L7         26    3.36473558331119
7       L9         27  -0.559327664097794
8      L10          2   0.181304809992027
9      L12          4   -3.05932766409779
10     L13          5    3.94067233590221
11     L16          7    1.68130480999203
12     L17          8   -1.31869519000797
13     L18          9   -2.05932766409779
14     L19         10    2.44067233590221
15     L21         13   -1.66682168482594
16     L22         14  0.0925458410842417
17     L23         15   -2.90745415891576
18     L28         19    1.09254584108424
19     L29         20   -1.90745415891576
20      L1          1    2.36694915254237
21      L2         11   -3.56101694915254
22      L3         21    3.36694915254237
23      L4         23    2.43898305084746
24      L5         24  -0.561016949152542
25      L6         25   -2.56101694915254
26      L7         26   -1.56101694915254
27      L9         27    3.21440677966102
28     L10          2   -1.28559322033898
29     L12          4   -2.03135593220339
30     L13          5    2.21440677966102
31     L15          6    4.21440677966102
32     L16          7   0.714406779661017
33     L17          8   -2.28559322033898
34     L18          9   -3.78559322033898
35     L19         10   0.714406779661017
36     L21         13   -2.51016949152542
37     L22         14   0.489830508474576
38     L23         15   -2.03135593220339
39     L24         16   0.489830508474576
40     L25         17   0.489830508474576
41     L27         18    3.98983050847458
42     L28         19   0.489830508474576
43     L29         20   -3.51016949152542
44     L30         22   0.489830508474576
45      L1          1  -0.272561715904491
46      L2         11   -1.71489275596924
47      L3         21    1.72743828409551
48      L5         24  -0.214892755969243
49      L6         25   0.563941723998381
50      L7         26   0.727438284095508
51      L9         27    6.08316471064346
52     L10          2   -1.01295022258195
53     L12          4   -1.91683528935654
54     L13          5    3.48704977741805
55     L15          6    0.98704977741805
56     L16          7   -1.01295022258195
57     L17          8   -2.51295022258195
58     L18          9   -3.51295022258195
59     L19         10    0.98704977741805
60     L21         13  -0.772561715904492
61     L22         14  -0.436058276001619
62     L23         15   -1.65722379603399
63     L25         17    1.22743828409551
64     L27         18   -1.77256171590449
65     L28         19    1.22743828409551
66     L29         20   -1.43605827600162
67     L30         22    1.22743828409551
68      L1          1   -1.11855317206755
69      L2         11   -2.11855317206755
70      L3         21    2.88144682793245
71      L5         24  -0.118553172067549
72      L6         25    3.04130534002739
73      L7         26   -0.51038338658147
74      L9         27    3.00524874486536
75     L10          2    0.68553172067549
76     L12          4   -1.99475125513464
77     L13          5    3.68553172067549
78     L15          6   -1.81446827932451
79     L16          7   -1.81446827932451
80     L17          8   -3.31446827932451
81     L18          9    0.68553172067549
82     L19         10    2.68553172067549
83     L20         12   -1.54643998174350
84     L21         13   0.953560018256504
85     L22         14  -0.546439981743496
86     L23         15   -1.76277955271565
87     L25         17   0.953560018256504
88     L27         18  -0.458694659972615
89     L29         20   -1.45869465997261
90      L1          1   0.974581939799329
91      L2         11   0.974581939799331
92      L3         21   0.974581939799331
93      L5         24   -1.02541806020067
94      L6         25  -0.723745819397993
95      L7         26    2.97458193979933
96      L9         27    1.46220735785953
97     L10          2   -3.71137123745819
98     L12          4  -0.211371237458194
99     L16          7   -2.21137123745819
100    L17          8   -3.71137123745819
101    L19         10    1.83411371237458
102    L21         13   0.602675585284281
103    L22         14   -2.22374581939799
104    L23         15  -0.665886287625418
105    L24         16    2.60267558528428
106    L25         17  -0.897324414715719
107    L27         18    2.60267558528428
108    L28         19   0.602675585284281
109    L29         20  -0.223745819397993
110     L1          1   0.411073387307392
111     L2         11    1.91107338730739
112     L3         21    2.91107338730739
113     L5         24   0.411073387307391
114     L6         25   -2.08892661269261
115     L7         26   -1.08892661269261
116     L9         27    3.26390702533298
117    L10          2   -2.42713502219901
118    L12          4  -0.427135022199008
119    L13          5    1.57286497780099
120    L16          7   -2.42713502219901
121    L17          8   -3.92713502219901
122    L19         10    1.26390702533299
123    L21         13  -0.265343431705406
124    L22         14   -2.06698876991382
125    L23         15   -1.40519717942021
126    L24         16    1.73465656829459
127    L25         17    1.73465656829459
128    L28         19    1.73465656829459
129    L29         20  -0.912509793679812
130    L30         22   0.087490206320188
131     L1          1   -1.80627454930003
132     L2         11    2.19372545069997
133     L4         23   -0.80627454930003
134     L5         24    0.19372545069997
135     L6         25  -0.607362272132138
136     L7         26    2.19372545069997
137     L9         27    3.02089837848726
138    L10          2   -2.62040487460973
139    L13          5  -0.120404874609729
140    L15          6   -1.62040487460973
141    L16          7   -4.12040487460973
142    L17          8   -0.97910162151274
143    L20         12 -0.0497532480612345
144    L21         13  -0.376926175848525
145    L22         14   -2.04975324806123
146    L23         15   -1.16497129620304
147    L24         16   0.950246751938766
148    L25         17    4.45024675193877
149    L27         18    1.62307382415148
150    L28         19    3.12307382415147
151    L29         20   -1.04975324806123
152    L30         22  -0.376926175848525
153     L1          1   0.786370666909293
154     L2         11   -1.21362933309071
155     L3         21    3.28637066690929
156     L4         23    2.28637066690929
157     L5         24    0.78637066690929
158     L6         25   -1.83823128013829
159     L7         26   -1.21362933309071
160     L9         27  -0.213174415430807
161    L12          4   0.536256937494313
162    L13          5    4.78682558456919
163    L15          6   -3.96374306250569
164    L16          7   0.536256937494313
165    L17          8   -3.96374306250569
166    L18          9   -2.46374306250569
167    L19         10    1.78682558456919
168    L20         12   -2.58811755072332
169    L21         13    1.53648439632427
170    L22         14  0.0364843963242653
171    L23         15   -2.58811755072332
172    L24         16   0.536029478664361
173    L25         17    4.03648439632426
174    L27         18   -1.96351560367573
175    L28         19    2.03602947866436
176    L29         20  -0.963515603675735
> 

-----------------------------------------------

-- 
Pete Hurd
phurd at uts.cc.utexas.edu
http://www.zo.utexas.edu/research/phurd
Section of Integrative Biology, University of Texas, Austin TX 78712 USA


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