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. Author manuscript; available in PMC: 2016 Jul 13.
Published in final edited form as: Neuroimage. 2015 Jan 31;111:562–579. doi: 10.1016/j.neuroimage.2015.01.048

Appendix A.

Confusion matrices of the algorithms

Sørensen-equal True class Wachinger-step1Norm True class Routier-adni True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 125 64 15 Hypothesized class CN 82 49 7 Hypothesized class CN 122 87 42
MCI 3 35 25 MCI 47 58 46 MCI 7 14 23
AD 1 23 63 AD 0 15 50 AD 0 21 38
Sørensen-optimized True class Sarica True class Eskildsen-FACEADNI2 True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 91 37 5 Hypothesized class CN 85 43 11 Hypothesized class CN 63 31 6
MCI 33 50 27 MCI 41 48 34 MCI 56 52 41
AD 5 35 71 AD 3 29 57 AD 10 39 56
Wachinger-enetNorm True class Wachinger-step2 True class Routier-train True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 93 44 6 Hypothesized class CN 86 51 4 Hypothesized class CN 62 17 2
MCI 36 63 44 MCI 41 47 42 MCI 42 26 18
AD 0 15 53 AD 2 24 57 AD 25 79 83
Ledig-ALL True class Abdulkadir True class Ledig-VOL True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 115 57 16 Hypothesized class CN 59 19 2 Hypothesized class CN 86 53 11
MCI 14 50 47 MCI 69 80 50 MCI 41 45 54
AD 0 15 40 AD 1 23 51 AD 2 24 38
Moradi True class Ledig-MBL True class Eskildsen-ADNI2 True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 74 30 2 Hypothesized class CN 107 66 13 Hypothesized class CN 77 36 7
MCI 52 73 44 MCI 20 53 61 MCI 49 47 51
AD 3 19 57 AD 2 3 29 AD 3 39 45
Franke True class Wachinger-man True class Amoroso True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 76 48 12 Hypothesized class CN 79 39 5 Hypothesized class CN 87 58 32
MCI 44 53 21 MCI 50 74 63 MCI 36 52 44
AD 9 21 70 AD 0 9 35 AD 6 12 27
Sensi True class Eskildsen-ADNI1 True class Tangaro True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 92 45 9 Hypothesized class CN 84 30 7 Hypothesized class CN 88 62 18
MCI 36 49 40 MCI 33 39 35 MCI 31 46 54
AD 1 28 54 AD 12 53 61 AD 10 14 31
Ledig-CORT True class Eskildsen-FACEADNI1 True class Cárdenas-Peña True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 88 49 18 Hypothesized class CN 84 29 8 Hypothesized class CN 65 51 36
MCI 32 55 33 MCI 38 44 39 MCI 30 35 29
AD 9 18 52 AD 7 49 56 AD 34 36 38
Ledig-GRAD True class Eskildsen-Combined True class Smith True class
CN MCI AD CN MCI AD CN MCI AD
Hypothesized class CN 113 59 19 Hypothesized class CN 83 33 7 Hypothesized class CN 62 51 44
MCI 15 46 52 MCI 39 43 41 MCI 39 25 32
AD 1 17 32 AD 7 46 55 AD 28 46 27
Wachinger-step1 True class Dolph True class
CN MCI AD CN MCI AD
Hypothesized class CN 88 57 7 Hypothesized class CN 109 73 46
MCI 40 50 43 MCI 14 28 18
AD 1 15 53 AD 6 21 39
HHS Vulnerability Disclosure