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Item Response Trees: A recommended method for analysing categorical data in behavioural studies.
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Andres Lopez-Sepulcre
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Illustrating the use of Item Response Tree GLMMs for the study of behaviour data.
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Item Response Trees: A recommended method for analysing categorical data in behavioural studies.
1.
Item response TreesAndrés López-Sepulcre
2.
the Culprits Janne Valkonen Johanna Mappes Kate UMBERS Sebastiano DE bonA
3.
Measuring behaviour
4.
ITEM response Theory
5.
How do birds
react to butterfly eyespots?
6.
Sebastiano de Bona TODAY 2:45 Room
8 Escape & Avoidance
7.
curious DATA ignore startle flee attack curious
8.
X 11 5 2
10 10 16 12 11 9 2 TABLES
9.
X 11 5 2
10 10 16 12 11 9 2 TABLES χ2 df=4 = 14.05 p = 0.007
10.
X 11 5 2
10 10 16 12 11 9 2 TABLES Where is the difference? χ2 df=4 = 14.05 p = 0.007
11.
X 11 5 2
10 10 16 12 11 9 2 TABLES Where is the difference? Realistic designs? χ2 df=4 = 14.05 p = 0.007
12.
ignore startle flee attack curious LINEAR Mixed MODELS
13.
Fixed effects ignore startle flee attack curious LINEAR Mixed MODELS
14.
Fixed effects Random
effects ignore startle flee attack curious LINEAR Mixed MODELS
15.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
16.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
17.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
18.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
19.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
20.
Fixed effects Random
effects Response ignore startle flee attack curious LINEAR Mixed MODELS
21.
TREEs ignore startle flee attack curious
22.
TREEs ignore startle flee attack curious
23.
TREEs NODES ignore startle flee attack curious
24.
TREEs 0 1 1 0 0 1 0 1 ignore startle flee attack curious
25.
TREEs 0 1 1 0 0 1 0 1 attack IND. NODE
RESPONSE B1 n1 1 B1 n2 0 B1 n3 NA B1 n4 1 attack
26.
TREEs 0 1 0 1 0 1 1 0 attack IND. NODE
RESPONSE B2 n1 1 B2 n2 1 B2 n3 1 B2 n4 NA flee
27.
ignore startle flee attack curious Treatment x Node Individual x Node Response LINEAR Mixed MODELS
28.
Fixed Estim. SE
P value n1 control 3.60 2.28 effect -0.32 1.99 0.87 n2 control -2.57 1.36 effect 3.39 1.61 0.04 n3 control -0.84 0.92 effect -2.80 1.73 0.11 n4 control 1.03 2.28 effect 0.72 2.04 0.72 Random Individual n1 n2 n3 n1 33.33 n2 6.51 0.51 n3 3.21 0.53 -0.46 n4 12.13 -0.22 -0.95 0.71 IRTree GLMM
29.
Fixed Estim. SE
P value n1 control 3.60 2.28 effect -0.32 1.99 0.87 n2 control -2.57 1.36 effect 3.39 1.61 0.04 n3 control -0.84 0.92 effect -2.80 1.73 0.11 n4 control 1.03 2.28 effect 0.72 2.04 0.72 Random Individual n1 n2 n3 n1 33.33 n2 6.51 0.51 n3 3.21 0.53 -0.46 n4 12.13 -0.22 -0.95 0.71 IRTree GLMM
30.
Fixed Estim. SE
P value n1 control 3.60 2.28 effect -0.32 1.99 0.87 n2 control -2.57 1.36 effect 3.39 1.61 0.04 n3 control -0.84 0.92 effect -2.80 1.73 0.11 n4 control 1.03 2.28 effect 0.72 2.04 0.72 Random Individual n1 n2 n3 n1 33.33 n2 6.51 0.51 n3 3.21 0.53 -0.46 n4 12.13 -0.22 -0.95 0.71 IRTree GLMM
31.
Fixed Estim. SE
P value n1 control 3.60 2.28 effect -0.32 1.99 0.87 n2 control -2.57 1.36 effect 3.39 1.61 0.04 n3 control -0.84 0.92 effect -2.80 1.73 0.11 n4 control 1.03 2.28 effect 0.72 2.04 0.72 Random Individual n1 n2 n3 n1 33.33 n2 6.51 0.51 n3 3.21 0.53 -0.46 n4 12.13 -0.22 -0.95 0.71 IRTree GLMM
32.
escalate? escalate? escalate? escalate? ESCALATION
33.
Flexibility
34.
Flexibility INTERPRETABILITY
35.
Flexibility DATA HUNGRY INTERPRETABILITY
36.
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37.
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38.
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