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© 2014 IBM Corpora/on Precision Medicine on Cancer Treatment: A Joint Matrix Factoriza7on Approach Ping Zhang, Filippo Utro, Fei Wang, Jianying Hu IBM T.J. Watson Research Center

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Page 1: Precision)Medicine)on)Cancer)Treatment:)AJoint)Matrix ...tua87106/ping_7.pdf · ©"2014"IBMCorporaon " Precision)Medicine)on)Cancer)Treatment:)AJoint)Matrix) Factoriza7on)Approach)

©  2014  IBM  Corpora/on  

Precision  Medicine  on  Cancer  Treatment:  A  Joint  Matrix  Factoriza7on  Approach  

Ping  Zhang,  Filippo  Utro,  Fei  Wang,  Jianying  Hu  IBM  T.J.  Watson  Research  Center  

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©  2014  IBM  Corpora/on  

Outline  

§ Introduc/on  § Methodology  

§ Experimental  Results  

§ Future  Works  

2  

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©  2014  IBM  Corpora/on  

Moving  towards  Precision  Medicine  (PM)  

§ PM:  the  right  pa/ent  with  the  right  drug  at  the  right  dose  at  the  right  /me.  – In  his  2015  State  of  the  Union  address,  President  Obama  stated  his  inten/on  to  infuse  funds  into  a  United  States  na/onal  "precision  medicine  ini7a7ve”  – For  pa/ents,  safer  and  more  effec/ve  treatments  – For  doctors,  reduce  wasted  /me  and  resources  with  fu/le  treatments  – For  pharms,  lower  cost  marke/ng  due  to  targeted  pa/ents,  faster  clinical  trials,  less  focus  on  animal  trials  

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©  2014  IBM  Corpora/on  

Pa/ent  similarity  and  drug  similarity  analy/cs  

§ Pa/ent  Similarity  analy/cs:  Find  pa/ents  who  display  similar  clinical  characteris/c  to  the  pa/ent  of  interest  

§ Resul/ng  insights:  medical  prognosis,  risk  stra/fica/on,  care  planning  (especially  for  pa/ents  has  mul/ple  diseases)  

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§ Drug  Similarity  analy/cs:  Find  drugs  which  display  similar  pharmacological  characteris/c  to  the  drug  of  interest  

§ Resul/ng  insights:  drug  reposi/oning,  side-­‐effect  predic/on,  drug-­‐drug  interac/on  predic/on  

How  to  leverage  both  pa/ent  similarity  and  drug  similarity  for  personalized  medicine?  

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©  2014  IBM  Corpora/on  

Outline  

§ Introduc/on  § Methodology  

§ Experimental  Results  

§ Future  Works  

5  

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©  2014  IBM  Corpora/on  

Mul/ple  data  sources  of  drug  and  pa/ent  informa/on  

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Chemical  Structure   Target  Proteins   Side-­‐effect  Keywords  

Drug  

Calculate  drug/pa/ent  similari/es  

Demographic   SNP   Copy-­‐number  varia/ons  

Pa/ent  

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©  2014  IBM  Corpora/on  

A  graphical  illustra/on  of  the  main  idea  

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©  2014  IBM  Corpora/on  

Algorithm  Flowchart  (Input  and  Output)  

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drug  chemical  structure  similarity  network  

drug  target  protein  similarity  network  

drug  side  effect  similarity  network  

pa/ent  demographic  similarity  

pa/ent  SNPs  similarity  

pa/ent  CNV  similarity  

A  unified  computa/onal  framework  for  PM  treatment  recommenda/on  

Outputs:  1.  predicted  addi/onal  drug-­‐pa/ent  associa/ons  2.  interpretable  importance  of  different  informa/on  sources  3.  latent  drug  and  pa/ent  groups  as  by-­‐products  

......   ......  known  drug-­‐pa/ent  associa/ons  

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©  2014  IBM  Corpora/on  

Solu/on:  A  Joint  Matrix  Factoriza/on  Approach  

§ We  aim  to  analyze  the  drug-­‐pa/ent  network  by  minimizing  the  following  objec/ve:  

§  The  reconstruc/on  loss  of  observed  drug-­‐pa/ent  associa/ons:  

§  The  reconstruc/on  loss  of  drug  similari/es:  

§  The  reconstruc/on  loss  of  pa/ent  similari/es:  

§  Pubng  everything  together,  we  obtained  the  op/miza/on  problem  to  be  resolved:  

       minU,V,Λ,Θ,ω,πJ,  subject  to  U≥0,  V≥0,  Λ≥0,  ω≥0,  ωT1=1,  π≥0,  πT1=1,  PΩ(Θ)=  PΩ(R)  

 

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J = J0 + λ1J1 + λ2J2

J0 =||Θ−UΛVT ||F2

J1 = ω k ||Dk −Uk=1

Kd∑ UT ||F2 +δ1 ||ω ||2

2

J2 = π ll=1

Ks∑ || Sl −VVT ||F

2 +δ 2 ||π ||22

Nota/ons  and  symbols  of  the  methodology  

Similar  drugs/pa/ent  (latent  groups)  have  similar  behaviors  

Reconstruct  integrated  drug/pa/ent  networks  

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©  2014  IBM  Corpora/on  

BCD  approach  for  solving  the  non-­‐convex  op/miza/on  problem  

§ Block  Coordinate  Descent  (BCD)  strategy:  The  BCD  approach  works  by  solving  the  different  groups  of  variables  alterna/vely  un/l  convergence.  At  each  itera/on,  it  solves  the  op/miza/on  problem  with  respect  to  one  group  of  variables  with  all  other  groups  of  variables  fixed.  

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Solved  by  Projected  Gradient  Descent  (PGD)  method  

Computa/onal  complexity  is  O(Rrmn)  ,  where  R  is  the  number  of  BCD  itera/ons,  and  r  is  the  average  PGD  itera/ons  when  upda/ng  Λ,  U,  and  V.  

closed-­‐form  solu/on  

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©  2014  IBM  Corpora/on  

Outline  

§ Introduc/on  § Methodology  

§ Experimental  Results  

§ Future  Works  

11  

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©  2014  IBM  Corpora/on  

Problem  descrip/on  

§ Background:  Glioblastoma  mul/forme  (GBM)  is  the  most  common  and  most  aggressive  malignant  primary  brain  tumor  in  humans.  

§ Raw  data:  GBM  data  from  The  Cancer  Genome  Atlas  (TCGA)  website.  

§ How  to  define  an  “effec/ve”  treatment?  – Median  survival  without  treatment  is  4½  months.  Median  survival  with  standard-­‐of-­‐care  radia/on  and  chemotherapy  is  15  months.  – We  define  treatments  for  pa/ents  who  live  for  more  than  15  months  (i.e.,  450  days)  are  effec/ve.  

§ Final  data:  118  pa/ents,  41  dis/nct  drugs  and  261  known  effec/ve  pa/ent-­‐drug  associa/ons.  – by  matching  pa/ents  who  have  clinical  informa/on  (e.g.,  age,  race,  gender),  treatment  informa/on,  genomic  informa/on  (i.e.,  SNPs),  and  a  posi/ve  response  to  treatment  (i.e.,  live  for  more  than  15  months),  we  got  118  pa/ents.  

§ Task:  For  a  given  pa/ent,  predict  a  personalized  treatment  of  GBM.  12  

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©  2014  IBM  Corpora/on  

Measurements  of  pa/ent  similari/es  and  drug  similari/es  

§ Drug  similarity  evalua/on  – Chemical  structure:  each  drug  was  represented  by  an  881-­‐dimen/onal  PubChem  fingerprint.  Tanimoto  coefficient  (TC)  of  two  fingerprints  as  chemical  structure  similarity.  TC(A,B)  =  |A  ∩  B|/|A  ∪  B|.  

§ Pa/ent  similarity  evalua/on  – Demographics:  based  on  pa/ent’s  risk  factors  of  GBM,  derive  demographic  vectors  based  on  gender  (male,  female),  race  (Asian,  African  American,  Caucasian),  and  age  (<41,  41~50,  51~60,  61~70,  >70).  – SNPs:  9507  mutated  genes  in  the  data,  each  pa/ent  was  represented  by  a  9507-­‐dimensional  binary  profile  -­‐  elements  encode  for  the  presence  or  absence  of  each  gene  by  1  or  0  respec/vely.  – Use  Jaccard  similarity  to  measure  both  pa/ent  demographics  and  SNPs  similari/es.  

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©  2014  IBM  Corpora/on  

Alterna/ve  Method:  Label  Propaga/on  (LP)  methods  

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1* (1 )( )F Yµ µ −= − −I WLabel  Propaga/on  on  pa/ent  similarity  

F,  Y   W  

Label  Propaga/on  on  drug  similarity  

F,  Y   W  

Pa/ent  similarity  

pa/ents  propagate  their  known  effec/ve  treatments  to  other  pa/ents  based  on  the  pa/ent  network.  

Drug  Similarity  

drugs  propagate  their  target  effec/ve  pa/ents  to  other  drugs  based  on  the  drug  network.  

LP  method  doesn’t  take  the  considera/on  of  both  drug  and  pa/ent  at  the  same  /me.  

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©  2014  IBM  Corpora/on  

LOOCV  comparison  of  four  treatment  recommenda/on  methods  

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©  2014  IBM  Corpora/on  

Outline  

§ Introduc/on  § Methodology  

§ Experimental  Results  

§ Future  Works  

16  

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©  2014  IBM  Corpora/on  

Conclusions  and  future  works  

§ To  support  precision  medicine,  we  apply  joint  matrix  factoriza7on  methodology  by  leveraging  pa7ent  similarity  and  drug  similarity  analy/cs.  

§ For  further  inves/ga/on  – Include  more  genomic  data  (e.g.  CNV,  RNA  in  TCGA)  and  drug  data  (e.g.,  target  informa/on)  – Explore  more  sophis/cated  drug  and  pa/ent  similarity  measures  – Consider  drug  combina/ons  

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©  2014  IBM  Corpora/on  

Thank  you!  |  Ques/ons?  

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Ping  Zhang:  [email protected]