An Embedding-Based Approach for Oral Disease Diagnosis Prediction from Electronic Medical Records
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Source: ICMHI 2018 Advisor: Jia-Ling Koh Speaker: Chih-Hsuan Tzang Date: 2019/3/18
An Embedding-Based Approach for Oral Disease Diagnosis Prediction - - PowerPoint PPT Presentation
An Embedding-Based Approach for Oral Disease Diagnosis Prediction from Electronic Medical Records Source: ICMHI 2018 Advisor: Jia-Ling Koh Speaker: Chih-Hsuan Tzang Date: 2019/3/18 1 Introduction Method Experiment
Source: ICMHI 2018 Advisor: Jia-Ling Koh Speaker: Chih-Hsuan Tzang Date: 2019/3/18
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facilitate clinical decision making by discovering hidden knowledge and predicting diagnoses
data.
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AI technologies that can capture correlations hidden in the EMRs
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Data Description:
Departments Pediatric Dentistry Oral and Maxillofacial Surgery Laser Dentistry Emergency Oral Medicine Prosthodontics Geriatric Dentistry General Dentistry Orthodontics Periodontology Implant Dentistry Parts Chief complaints (C.C) family history (F .H.) History of present illness (HPI) Physical examination (P .E.) Past medical history (PMH) Diagnosis
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Feature extraction
bigram from medical history C.C., HPI, PMH, and F .H.
match symptoms from P .E. Learning Symptom and Diagnosis
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Feature Extraction
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Learning the correlation
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A EMR dataset:
i=1
xi = (x(1)
i , . . . , x(n) i )
yi ∈ {1,...,l}
Sa Sb Sc Sd
x1
Learning the correlation
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xi ⊙ C = (x(1)
i C(symp1), . . . , x(n) i C(sympn))𝖴
C( ⋅ ) ∈ ℝk
k k k k
Sa Sb Sc Sd
x1
k k k k
xi ⊙ C
(n × k)
Learning the correlation
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W1
k k k k
z1 = W1(xi ⊙ C) + B1
(n × k) × 1
k × 1
k × (n × k)
k × 1
k × 1
Learning the correlation
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yi ⊙ V = (y(1)
i V(diag1), . . . , y(l) i V(diagl))𝖴
W2 D1 D2 D3 D4 D5
yi ∈ {1,...,l}
k k k k k
V( ⋅ )
(l × k)
z2 = W2a1 + B2
l × k
k × 1
l × 1 l × 1
Learning the correlation
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Learning the correlation
Softmax:
e(xiC)V[j]T−Uij ∑l
k=1 e(xiC)V[k]T−Uik
Uij =∥ xiC ∥ xi ∥1 − V[j] ∥2
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ACC = t Nsum × 100
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Weighted_P =
l
∑
i=1
αiPi Weighted_R =
l
∑
i=1
αiRi
Weighted_F1 =
l
∑
i=1
αiF1i
Precision = TP TP + FP
Recall = TP TP + FN
F1 = 2(P * R) P + R
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K = p0 − pe 1 − pe
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idfi = log |D| 1 + |{j : sympi ∈ diagj}| tfi,j = ni,j ∑k nk,j
tfidfi,j = tfi,j × idfi
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diagnosis embeddings to predict the diagnosis.
records.