New Statistics - PowerPoint PPT Presentation

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New Statistics

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Personalized Medicine * This presentation is based on a patent application on personalized medication held by George Mason University. Scientists and government ... – PowerPoint PPT presentation

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Title: New Statistics


1
New Statistics
  • Personalized Medicine

2
Patent
  • This presentation is based on a patent
    application on personalized medication held by
    George Mason University. Scientists and
    government organizations have free access to this
    patent

3
Acknowledgement
  • Farrokh Alemi, Ph.D.
  • Harold Erdman, Ph.D.
  • Igor Griva, Ph.D.
  • Charles H. Evans, Jr., M.D., Ph.D.
  • Jee Vang, Ph.D.
  • Seminar on data mining

4
Case of George
  • Military service
  • Industrial manager, polite, defines himself a
    medieval knight.
  • First depression episode at 26, treated with
    clomipramine, dose unknown.
  • At 30 married with a daughter
  • At 45 return of depressive symptoms, treated with
    fluvoxamine 200300 mg and mirtazapine 15 mg
  • Depression continues, loss of interest in work,
    difficulty with bi-polar daughter
  • Loss of daughter, divorce and loss of work
  • At 48, suicide

5
Potential for Guided Treatmentto Increase
Remission
Data is based on 1,933 cases in STARD with
genetic profiles. Remission was defined as
score less than 5 in the Quick Inventory of
Depressive SymptomsClinical Version.
Cumulative in remission rate at previous
level (1 rate at previous level) rate at
current level.
6
Clincial Success Has Been Elusive
Examined 68 candidate genes, 768
single-nucleotidepolymorphism in 1953 patients
7
Clinical Success Has Been Elusive
8
Make Genetic Progress Relevant to Patient at Hand
  • New Statistics

9
Patients Like Me Algorithm
  1. For a patient, select cases in the database in
    order of their similarity to the patient
  2. Check if the number of failures exceed Walds
    Sequential Probability Ratio Test

Additional steps on selection of features not
presented in this slide.
10
Patients Like Me Algorithm
  1. For a patient, select cases in the database in
    order of their similarity to the patient
  2. Check if the number of failures exceed Walds
    Sequential Probability Ratio Test

11
Enables Personalized Medicine
  • No one is the average patient (Duncan Neuhauser)
  • Different recommendations to different groups
  • Subgroup analysis is not practical in traditional
    statistics
  • For example, different markers for male/females

These findings are consistent with the
hypothesis that major depression may be related
to some distinct genes in male versus female
patients. Paddock et al., Am J Psychiatry 2007
164 1168
12
Patients Like Me Algorithm
13
Simulated Data of Treatment Success in Two
Dimensions
14
Simulated Data of Treatment Success in Two
Dimensions
15
Simulated Data of Treatment Success in Two
Dimensions
16
STARD Data
  • Citalopram
  • 1933 cases
  • Remission of symptoms
  • Hamilton score of less than 7
  • 50 decrease in Inventory of Depressive
    Symptomatology Clinician-Rated
  • Many independent predictors
  • 45 phenotypic features
  • 216 Single Nucleotide Polymorphisms

17
Success Has Been Elusive
  • SNPs in STARD not predictive of outcomes
  • Random forest
  • Logistic regression
  • BESt

18
5-fold Cross Validation of Patients Like Me
Algorithm in 386 Cases
  • Select 1/5 data for validation
  • Use training data to estimate parameters
  • Use SKNN to predict validation set
  • Repeat the process

19
5-fold Cross Validation of Patients Like Me
Algorithm in 386 Cases
20
5-fold Cross Validation of Patients Like Me
Algorithm in 386 Cases
21
Optimization of SKNN
  • Use training data to set SKNN parameters
  • Percent of predicted cases correctly classified
    92

22
SKNN helps some patients using data otherwise
ignored
  • Conclusions

23
Medications withdrawn from market could benefit
some patients
  • Implications

24
Scientists should publish databases not just
their papers
  • Implications

25
Questions or Comments
  • Discussion

26
SKNN Feature Selection
27
SKNN Feature Selection
28
5-fold Cross Validation Confusion Matrices (no
optimizaton)
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