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ROC Curves for Continuous Data
book

ROC Curves for Continuous Data

by Wojtek J. Krzanowski, David J. Hand
May 2009
Intermediate to advanced
232 pages
7h 13m
English
Chapman and Hall/CRC
Content preview from ROC Curves for Continuous Data
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“k10031final” 2009/4/6 12:30 page 122 #130
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122 CHAPTER 6. COMPARING ROC CURVES
6.3.1, so that the confidence interval excludes zero whenever
W = z
2
y
ˆ
b
2
12
2F
2,n4
V
ˆ
b
12

+2z
y
2F
2,n4
C
ˆa
12
,
ˆ
b
12
ˆa
12
ˆ
b
12
+
ˆa
2
12
2F
2,n4
V a
12
)
= Az
2
y
+ Bz
y
+ C
is greater than zero. Since this is a quadratic expression in z
y
,wecan
easily solve W = 0 to find the values of z
y
for which W is zero, and
hence deduce those values for which W>0.
6.6 Further reading
The test of equality of two ROC curves under the binormal assumption
was developed by Metz and Kronman (1980) and Metz et al. (1984).
The nonparametric test for paired curves was described by Venkatra-
man and Begg (1996). McClish (1990) developed the test for ranges of
false positive values f
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Publisher Resources

ISBN: 9781439800225