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Data	
  Analy)cs	
  for	
  Personalized	
  
Medicine	
  
Aryya	
  Gangopadhyay	
  
UMBC	
  
Presented	
  at	
  the	
  3rd	
  Interna7onal	
  
Conference	
  on	
  Personalized	
  Medicine,	
  
June	
  26-­‐29,	
  2014	
  
Scope	
  
•  Big	
  data	
  promise	
  (Pentland	
  et	
  al	
  2013)	
  
–  US	
  Healthcare	
  industry	
  can	
  save	
  $200	
  billion	
  per	
  year	
  
•  Need	
  complete	
  picture	
  
–  Reality	
  mining	
  (MIT	
  Tech.	
  Review	
  2008)	
  
–  Socio-­‐demographics	
  
–  EMRs	
  
–  Biological	
  data	
  
•  Interac7ons	
  in	
  the	
  network	
  
–  Topology-­‐based	
  analysis	
  
–  Centrality-­‐based	
  analysis	
  
–  Perturba)ons	
  (diseases	
  as	
  network	
  perturba)ons:	
  del	
  Sol	
  et	
  al	
  
2010)	
  	
  
•  Network	
  par77oning	
  
•  Visualiza7on	
  
•  “Within	
  10	
  years	
  every	
  healthcare	
  consumer	
  will	
  be	
  surrounded	
  by	
  a	
  virtual	
  
cloud	
  of	
  billions	
  of	
  data	
  points”	
  [Hood	
  et	
  al.	
  2013]	
  
	
  
Big	
  data	
  in	
  healthcare	
  
Interconnec)ons	
  
–  Biological	
  processes	
  are	
  interconnected	
  systems	
  
–  Analyze	
  interac)ons	
  
–  Resilient	
  against	
  random	
  	
  
	
  	
  	
  	
  perturba)ons	
  
–  Vulnerable	
  to	
  targeted	
  	
  
	
  	
  	
  	
  aXacks	
  
CIDeR:	
  Large,	
  mul7-­‐dimensional,	
  
mul7modal,	
  dynamic	
  
Extensions	
  to	
  our	
  previous	
  work	
  
–  Updated	
  the	
  network	
  
•  Nodes:	
  5168	
  to	
  9767	
  
•  Edges:	
  14410	
  to	
  27744	
  
–  Previous	
  analysis	
  
•  Network	
  characteris)cs:	
  CC,	
  diameter,	
  path	
  lengths,	
  etc.	
  
•  Node-­‐based	
  analysis	
  
– Developed	
  a	
  new	
  method	
  for	
  iden)fying	
  effectors	
  and	
  
receptors	
  
•  Perturba)on	
  analysis	
  
– Extensions	
  
•  How	
  do	
  we	
  par))on	
  the	
  network?	
  
•  What	
  criteria	
  to	
  use	
  and	
  why?	
  
•  What	
  are	
  the	
  effects	
  of	
  such	
  par))oning?	
  
Network	
  extracted	
  from	
  CIDeR:	
  2014	
  
•  Nodes:	
  9767	
  
•  Edges:	
  27744	
  
•  Diameter:	
  15	
  
•  #	
  CC:	
  89	
  
•  Avg.	
  PL:	
  4.7	
  
•  Avg.	
  degree:	
  2.8	
  
Node	
  Centrality	
  measures:	
  correla)ons	
  
x	
  =	
  Authority	
  
Y	
  =	
  Betweenness	
  Centrality	
  
Correla)on:	
  0.8	
  
x	
  =	
  Clustering	
  Coefficient	
  
Y	
  =	
  Betweenness	
  Centrality	
  
Correla)on:	
  -­‐0.02	
  
x	
  =	
  Hub	
  
Y	
  =	
  Authority	
  
Correla)on:	
  0.88	
  
x	
  =	
  PageRank	
  
Y	
  =	
  Authority	
  
Correla)on:	
  0.92	
  
Correla)ons	
  of	
  Node	
  Centrality	
  measures	
  
Clustering.Coefficient	
  
Clustering.Coefficient	
  
Hub	
  
Hub	
  
Authority	
  
Authority	
  
PageRank	
  
PageRank	
  
Eigenvector.Centrality	
  
Eigenvector.	
  
Centrality	
  
Betweenness.Centrality	
  
Betweenness.	
  
Centrality	
  
Eccentricity	
  
Eccentricity	
  
Overall	
  network	
  characteris)cs	
  
•  PageRank,	
  hub	
  and	
  authority	
  scores	
  are	
  strongly	
  
correlated	
  
•  Clustering	
  coefficient	
  is	
  nega)vely	
  correlated	
  with	
  
other	
  node	
  centrality	
  measures	
  
•  Implica7ons:	
  
1.  Nodes	
  that	
  are	
  strong	
  effectors	
  are	
  also	
  strong	
  receptors	
  
2.  Less	
  central	
  nodes	
  are	
  not	
  connected	
  to	
  each	
  other	
  but	
  
mainly	
  with	
  an	
  influen)al	
  node	
  
3.  Influen7al	
  nodes	
  are	
  mostly	
  connected	
  to	
  each	
  other	
  
4.  Fully	
  connected	
  sub-­‐graphs	
  are	
  small	
  and	
  rare	
  
Par))oning	
  the	
  graph	
  
•  How	
  can	
  we	
  capture	
  the	
  above	
  characteris)cs?	
  
•  Modularity:	
  	
  
	
  
	
  
•  The	
  objec)ve	
  is	
  to	
  maximize	
  Q	
  	
  
•  Intui)on:	
  	
  
–  Put	
  influen)al	
  nodes	
  in	
  separate	
  clusters	
  
–  Create	
  dense	
  sub-­‐communi)es	
  (common	
  neighbors)	
  	
  
•  Algorithms	
  (op)mal	
  solu)on	
  is	
  NP-­‐hard:	
  Brandes	
  
2007):	
  
–  Spectral	
  clustering	
  based	
  (Newman	
  2006)	
  
–  Greedy	
  algorithm	
  	
  (Blondel	
  et	
  al.	
  2008)	
  
Q =
1
2m
(Aij −
didj
2m
)
i∈Cl , j∈Cl
∑
l=1
k
∑
Clusters	
  formed	
  by	
  maximizing	
  modularity	
  
Dendrogram	
  of	
  top	
  8	
  Disease	
  Clusters	
  
C	
  
C	
  
Cluster	
  100	
  
Nodes:	
  1177	
  
Edges:	
  2122	
  
Cluster	
  82	
  
Nodes:	
  1200	
  
Edges:	
  2554	
  
K-­‐core	
  
•  Objec7ve:	
  Restrict	
  analysis	
  to	
  regions	
  of	
  increased	
  
centrality	
  and	
  connectedness	
  
•  K-­‐core:	
  largest	
  sub-­‐graph	
  where	
  all	
  nodes	
  have	
  a	
  
minimum	
  degree	
  of	
  k	
  (Batagelj	
  2002).	
  
•  K=5	
  (mode=2	
  for	
  the	
  en)re	
  network)	
  
•  Protein	
  Interac)on	
  Networks	
  (Wuchty	
  et	
  al	
  2005,	
  
Hamelin	
  et	
  al	
  2008)	
  
Taken	
  from	
  Hamelin	
  et	
  al	
  2008	
  
5-­‐core	
  graph:	
  color	
  code-­‐Type	
  
5-­‐core	
  graph:	
  color-­‐code:	
  Modularity	
  class	
  
Disease	
  Clusters	
  (top	
  5)	
  dendrogram	
  
C	
  
C	
  
5-­‐core	
  graph:	
  Cluster	
  5	
  (26%)	
  
5-­‐core	
  graph:	
  Cluster	
  6	
  (22%)	
  
5-­‐core	
  graph:	
  Cluster	
  0	
  (16%)	
  
5-­‐core	
  graph:	
  Cluster	
  3	
  (13%)	
  
5-­‐core	
  graph:	
  Cluster	
  4	
  (12.5%)	
  
Comparison	
  of	
  clusters	
  
•  Contribu7ng	
  areas	
  
•  Biology,	
  bioinforma)cs,	
  sociology,	
  SNA,	
  Physics,	
  applied	
  
mathema)cs,	
  Computer	
  and	
  informa)on	
  sciences	
  	
  
•  Summary	
  
•  Holis)c	
  	
  analysis	
  of	
  health	
  data	
  
•  Analysis	
  based	
  on	
  node	
  centrality	
  
•  Network	
  par))oning	
  
•  Studying	
  the	
  effect	
  of	
  perturba)on	
  
•  Where	
  do	
  we	
  go	
  from	
  here	
  
•  Create	
  a	
  taxonomic	
  structure	
  of	
  elements	
  and	
  interac)ons	
  
•  Search	
  tool	
  	
  
•  Biological	
  and	
  clinical	
  implica)ons	
  
Conclusion	
  
Data	Analytics for Personalized Medicine by Aryya Gangopadhyay, PhD

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Data Analytics for Personalized Medicine by Aryya Gangopadhyay, PhD

  • 1. Data  Analy)cs  for  Personalized   Medicine   Aryya  Gangopadhyay   UMBC   Presented  at  the  3rd  Interna7onal   Conference  on  Personalized  Medicine,   June  26-­‐29,  2014  
  • 2. Scope   •  Big  data  promise  (Pentland  et  al  2013)   –  US  Healthcare  industry  can  save  $200  billion  per  year   •  Need  complete  picture   –  Reality  mining  (MIT  Tech.  Review  2008)   –  Socio-­‐demographics   –  EMRs   –  Biological  data   •  Interac7ons  in  the  network   –  Topology-­‐based  analysis   –  Centrality-­‐based  analysis   –  Perturba)ons  (diseases  as  network  perturba)ons:  del  Sol  et  al   2010)     •  Network  par77oning   •  Visualiza7on  
  • 3. •  “Within  10  years  every  healthcare  consumer  will  be  surrounded  by  a  virtual   cloud  of  billions  of  data  points”  [Hood  et  al.  2013]     Big  data  in  healthcare  
  • 4. Interconnec)ons   –  Biological  processes  are  interconnected  systems   –  Analyze  interac)ons   –  Resilient  against  random            perturba)ons   –  Vulnerable  to  targeted            aXacks   CIDeR:  Large,  mul7-­‐dimensional,   mul7modal,  dynamic  
  • 5. Extensions  to  our  previous  work   –  Updated  the  network   •  Nodes:  5168  to  9767   •  Edges:  14410  to  27744   –  Previous  analysis   •  Network  characteris)cs:  CC,  diameter,  path  lengths,  etc.   •  Node-­‐based  analysis   – Developed  a  new  method  for  iden)fying  effectors  and   receptors   •  Perturba)on  analysis   – Extensions   •  How  do  we  par))on  the  network?   •  What  criteria  to  use  and  why?   •  What  are  the  effects  of  such  par))oning?  
  • 6. Network  extracted  from  CIDeR:  2014   •  Nodes:  9767   •  Edges:  27744   •  Diameter:  15   •  #  CC:  89   •  Avg.  PL:  4.7   •  Avg.  degree:  2.8  
  • 7. Node  Centrality  measures:  correla)ons   x  =  Authority   Y  =  Betweenness  Centrality   Correla)on:  0.8   x  =  Clustering  Coefficient   Y  =  Betweenness  Centrality   Correla)on:  -­‐0.02   x  =  Hub   Y  =  Authority   Correla)on:  0.88   x  =  PageRank   Y  =  Authority   Correla)on:  0.92  
  • 8. Correla)ons  of  Node  Centrality  measures   Clustering.Coefficient   Clustering.Coefficient   Hub   Hub   Authority   Authority   PageRank   PageRank   Eigenvector.Centrality   Eigenvector.   Centrality   Betweenness.Centrality   Betweenness.   Centrality   Eccentricity   Eccentricity  
  • 9. Overall  network  characteris)cs   •  PageRank,  hub  and  authority  scores  are  strongly   correlated   •  Clustering  coefficient  is  nega)vely  correlated  with   other  node  centrality  measures   •  Implica7ons:   1.  Nodes  that  are  strong  effectors  are  also  strong  receptors   2.  Less  central  nodes  are  not  connected  to  each  other  but   mainly  with  an  influen)al  node   3.  Influen7al  nodes  are  mostly  connected  to  each  other   4.  Fully  connected  sub-­‐graphs  are  small  and  rare  
  • 10. Par))oning  the  graph   •  How  can  we  capture  the  above  characteris)cs?   •  Modularity:         •  The  objec)ve  is  to  maximize  Q     •  Intui)on:     –  Put  influen)al  nodes  in  separate  clusters   –  Create  dense  sub-­‐communi)es  (common  neighbors)     •  Algorithms  (op)mal  solu)on  is  NP-­‐hard:  Brandes   2007):   –  Spectral  clustering  based  (Newman  2006)   –  Greedy  algorithm    (Blondel  et  al.  2008)   Q = 1 2m (Aij − didj 2m ) i∈Cl , j∈Cl ∑ l=1 k ∑
  • 11. Clusters  formed  by  maximizing  modularity  
  • 12. Dendrogram  of  top  8  Disease  Clusters   C   C  
  • 13. Cluster  100   Nodes:  1177   Edges:  2122  
  • 14. Cluster  82   Nodes:  1200   Edges:  2554  
  • 15. K-­‐core   •  Objec7ve:  Restrict  analysis  to  regions  of  increased   centrality  and  connectedness   •  K-­‐core:  largest  sub-­‐graph  where  all  nodes  have  a   minimum  degree  of  k  (Batagelj  2002).   •  K=5  (mode=2  for  the  en)re  network)   •  Protein  Interac)on  Networks  (Wuchty  et  al  2005,   Hamelin  et  al  2008)   Taken  from  Hamelin  et  al  2008  
  • 16. 5-­‐core  graph:  color  code-­‐Type  
  • 17. 5-­‐core  graph:  color-­‐code:  Modularity  class  
  • 18. Disease  Clusters  (top  5)  dendrogram   C   C  
  • 23. 5-­‐core  graph:  Cluster  4  (12.5%)  
  • 25. •  Contribu7ng  areas   •  Biology,  bioinforma)cs,  sociology,  SNA,  Physics,  applied   mathema)cs,  Computer  and  informa)on  sciences     •  Summary   •  Holis)c    analysis  of  health  data   •  Analysis  based  on  node  centrality   •  Network  par))oning   •  Studying  the  effect  of  perturba)on   •  Where  do  we  go  from  here   •  Create  a  taxonomic  structure  of  elements  and  interac)ons   •  Search  tool     •  Biological  and  clinical  implica)ons   Conclusion