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Insight Centre for Data Analytics
How Semantic Technologies can help to cure Hearing Loss 
An Introduction to the SIFEM EU Project 
André Freitas, Ratnesh Sahay 
October 3rd, 2014
SIFEM Team 
Kartik Asooja 
João Jares 
Marggie Jones 
Oya Beyan 
Yasar Khan 
Stefan Decker 
Ratnesh Sahay 
André Freitas 
Insight Centre for Data Analytics 
Slide 3
Outline 
•Motivation: Modelling the Mechanics of Hearing 
•Challenges in Contemporary Science 
•Semantic Infrastructure 
•Demonstration 
•Take-away message 
Insight Centre for Data Analytics 
Slide 4
Goals 
•Discuss the challenges that contemporary scientific practice faces 
•Discuss how Semantic Technologies can help. 
Insight Centre for Data Analytics 
Slide 5 
Outside the computer science community
Multi-scale Models 
Insight Centre for Data Analytics 
Slide 6
Finite Element Models (Video) 
Insight Centre for Data Analytics 
Slide 7
Geometrical Model 
Insight Centre for Data Analytics 
Slide 8
Physics Model 
•FE equilibrium for solid 
•FE equilibrium for fluid 
Insight Centre for Data Analytics 
Slide 9
Numerical Models/Solvers 
•Incremental-iterative implicit solution scheme 
Insight Centre for Data Analytics 
Slide 10
Experimental Data 
•A 
Insight Centre for Data Analytics 
Slide 11
Common Challenges for ‘Big Science’ 
Insight Centre for Data Analytics 
Slide 12
Coordination Complexity (L. Floridi) 
Insight Centre for Data Analytics 
Slide 13
Reproducibility 
Insight Centre for Data Analytics 
Slide 14
Efficiency & Automation 
Insight Centre for Data Analytics 
Slide 15
How to build an infrastructure which addresses these dimensions? 
Insight Centre for Data Analytics 
Slide 17
Characteristics of the SIFEM Domain 
•Most data is at the numeric level 
•Highly dependent on visualization (man in the middle) 
Insight Centre for Data Analytics 
Slide 21
Characteristics of the SIFEM Domain 
•Relatively small set of concepts 
Insight Centre for Data Analytics 
Slide 22
Characteristics of the SIFEM Domain 
•But difficult to represent 
•Physics, geometrical models, topological relations, algoithmic, mathematics 
Insight Centre for Data Analytics 
Slide 23
Semantic Infrastructure 
•Coordination Complexity 
•Semantic Web standards and standardized vocabularies for representing FE resources 
•Simulation Platform with built-in standardized data representation 
•One-stop shop for FE simulation resources (inner ear) 
•Reproducibility 
•Web platform for sharing FE Simulations 
•Simulation output as Linked Data 
•Executable papers 
•Efficiency & Automation 
•Facilitating data interpretation 
•Attribution & Incentives 
•ORCID & Altmetrics 
Insight Centre for Data Analytics 
Slide 24
Lid-driven cavity flow 
Insight Centre for Data Analytics 
Slide 25 
Physical Model 
Solver 
FEM Model 
If there a vortex close to the lid?
Automatic Interpretation 
Insight Centre for Data Analytics 
Slide 26 
Expected physical behavior (Experiment intent): 
Velocity in X starts at zero at the bottom of the box followed by a slow velocity decrease reaching a minima which is followed by a very fast velocity increase close to the lid. 
Numeric Level 
Symbolic Lifting 
IF 
Predicates
Physical Object 
Insight Centre for Data Analytics 
Slide 27 
Left wall 
Bottom 
Lid 
Right wall
FE Core Conceptual Model 
Insight Centre for Data Analytics 
Slide 28
FE Elements 
Insight Centre for Data Analytics 
Slide 29 
Cell 
Patch boundary 
Patch boundary 
Mesh 
Block
FE Elements 
Insight Centre for Data Analytics 
Slide 30
Physics/Material Properties 
Insight Centre for Data Analytics 
Slide 31 
Kinematic viscosity 
Dynamic viscosity (μ)/Fluid density(ρ) 
Fluid 
Solid 
Velocity 
Velocity 
Pressure 
Navier-Stokes Equation
Physics/Material Properties 
Insight Centre for Data Analytics 
Slide 32
Insight Centre for Data Analytics 
Slide 33 
are Connected 
are Connected 
are Connected 
are Connected 
Box 
Wall 
Is Part of 
Fluid 
is Inside 
Topology
Topology 
Insight Centre for Data Analytics 
Slide 34
Simulation Results 
Insight Centre for Data Analytics 
Slide 35
FE Core Conceptual Model 
Insight Centre for Data Analytics 
Slide 36
The SIFEM Conceptual Model 
Insight Centre for Data Analytics 
Slide 37
Data View 
Insight Centre for Data Analytics 
Slide 38 
Data Selection 
y 
0.05
Feature Extraction (Symbolic Lifting) 
Insight Centre for Data Analytics 
Slide 39 
Minima=(0.055,-0.20) 
fast increase 
slow decrease 
followed by 
(avg first derivative > 35) 
velocity starts at 0 at the bottom 
maximum velocity is 0.93 
at the lid
Data Interpretation Statements 
Insight Centre for Data Analytics 
Slide 40 
:DataView1 :hasDimensionY :VelocityX . 
:DataView1 :hasDimensionX :DistanceFromTheCavityBase . 
:DataView1 :x0 “0.0"^^xsd:double . 
:DataView1 :y0 “0.0"^^xsd:double . 
:DataView1 :hasMinimumX “-0.055"^^xsd:double . 
:DataView1 :hasMinimumY “-0.20"^^xsd:double . 
:DataView1 :hasFeature :PositiveSecondDerivative . 
:DataView1 :hasBehaviour :BehaviourRegion1 . 
:DataView1 :hasBehaviour :BehaviourRegion2 . 
:BehaviourRegion1 :avgFirstDerivative “-3.63"^^xsd:double . 
:BehaviourRegion1 :hasFeature EndRegion . 
:BehaviourRegion1 :hasFeature :Decreases . 
:BehaviourRegion1 :hasFeature :DecreasesSlowly . 
:BehaviourRegion2 :avgFirstDerivative “33.35"^^xsd:double . 
:BehaviourRegion2 :hasFeature EndRegion . 
:BehaviourRegion2 :hasFeature :Increases . 
:BehaviourRegion2 :hasFeature :IncreasesFast . 
:BehaviourRegion1 :isFollowedBy :BehaviourRegion1 . 
: LidSimulation :hasInterpretation :ValidVelocityBehaviour . 
Data Analysis Rule
Data Analysis Rules 
Insight Centre for Data Analytics 
Slide 41 
CONSTRUCT 
{ :LidSimulation sif: hasInterpretation :ValidVelocityBehaviour } 
WHERE { 
?dataview rdf:type dao:DataView . 
?dataview dao:hasFeature ?x . 
... 
} 
IF( minima(velocity) is negative AND 
decreases very slowly(velocity) AND 
increases very fast (velocity) ) 
VALID VELOCITY BEHAVIOUR 
SPARQL Rule
Data Analysis Workflow 
Insight Centre for Data Analytics 
Slide 42
FE Data Analysis 
Insight Centre for Data Analytics 
Slide 43
FE Data Analysis 
Insight Centre for Data Analytics 
Slide 44
Insight Centre for Data Analytics 
Slide 45
Insight Centre for Data Analytics 
Slide 46 
:DataView1 :hasDimensionY :BasilarMembraneMagnitude . 
:DataView1 :hasDimensionX :DistanceFromTheCochleaBasis . 
:DataView1 :hasFeature :isSingleWave . 
:DataView1 :hasMaximumAmplitude “0.0031 "^^xsd:double. 
:DataView1 :hasMaximumY “0.0020 e^-6 "^^xsd:double . 
:DataView1 :hasMaximumX “14"^^xsd:double . 
:DataView1 :hasMinimumY “-0.0011 e^-6 "^^xsd:double . 
:DataView1 :hasMinimumX “17"^^xsd:double .
Architecture 
Insight Centre for Data Analytics 
Slide 47
Infrastructure/Data Attribution 
Insight Centre for Data Analytics 
Slide 48
Future Directions 
•Finalization of the semantic infrastructure 
•Explore heuristics for the automatic exploration of the parameter space 
•Replicate an existing scientific discovery 
•Engage users 
Insight Centre for Data Analytics 
Slide 49
Demonstration (Video) 
Insight Centre for Data Analytics 
Slide 50
Take-away message 
•Contemporary science demands new infrastructures to scale scientific discovery in a complex knowledge environment. 
•In SIFEM we aim at experimenting with new infrastructures based on Semantic Web standards to support better: 
•Resource Coordination 
•Reproducibility 
•Efficiency & Automation 
•Infrastructure/Data Attribution 
•This institute can be a protagonist in this process. 
Insight Centre for Data Analytics 
Slide 51 
must!

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How Semantic Technologies can help to cure Hearing Loss?

  • 1. Insight Centre for Data Analytics
  • 2. How Semantic Technologies can help to cure Hearing Loss An Introduction to the SIFEM EU Project André Freitas, Ratnesh Sahay October 3rd, 2014
  • 3. SIFEM Team Kartik Asooja João Jares Marggie Jones Oya Beyan Yasar Khan Stefan Decker Ratnesh Sahay André Freitas Insight Centre for Data Analytics Slide 3
  • 4. Outline •Motivation: Modelling the Mechanics of Hearing •Challenges in Contemporary Science •Semantic Infrastructure •Demonstration •Take-away message Insight Centre for Data Analytics Slide 4
  • 5. Goals •Discuss the challenges that contemporary scientific practice faces •Discuss how Semantic Technologies can help. Insight Centre for Data Analytics Slide 5 Outside the computer science community
  • 6. Multi-scale Models Insight Centre for Data Analytics Slide 6
  • 7. Finite Element Models (Video) Insight Centre for Data Analytics Slide 7
  • 8. Geometrical Model Insight Centre for Data Analytics Slide 8
  • 9. Physics Model •FE equilibrium for solid •FE equilibrium for fluid Insight Centre for Data Analytics Slide 9
  • 10. Numerical Models/Solvers •Incremental-iterative implicit solution scheme Insight Centre for Data Analytics Slide 10
  • 11. Experimental Data •A Insight Centre for Data Analytics Slide 11
  • 12. Common Challenges for ‘Big Science’ Insight Centre for Data Analytics Slide 12
  • 13. Coordination Complexity (L. Floridi) Insight Centre for Data Analytics Slide 13
  • 14. Reproducibility Insight Centre for Data Analytics Slide 14
  • 15. Efficiency & Automation Insight Centre for Data Analytics Slide 15
  • 16. How to build an infrastructure which addresses these dimensions? Insight Centre for Data Analytics Slide 17
  • 17. Characteristics of the SIFEM Domain •Most data is at the numeric level •Highly dependent on visualization (man in the middle) Insight Centre for Data Analytics Slide 21
  • 18. Characteristics of the SIFEM Domain •Relatively small set of concepts Insight Centre for Data Analytics Slide 22
  • 19. Characteristics of the SIFEM Domain •But difficult to represent •Physics, geometrical models, topological relations, algoithmic, mathematics Insight Centre for Data Analytics Slide 23
  • 20. Semantic Infrastructure •Coordination Complexity •Semantic Web standards and standardized vocabularies for representing FE resources •Simulation Platform with built-in standardized data representation •One-stop shop for FE simulation resources (inner ear) •Reproducibility •Web platform for sharing FE Simulations •Simulation output as Linked Data •Executable papers •Efficiency & Automation •Facilitating data interpretation •Attribution & Incentives •ORCID & Altmetrics Insight Centre for Data Analytics Slide 24
  • 21. Lid-driven cavity flow Insight Centre for Data Analytics Slide 25 Physical Model Solver FEM Model If there a vortex close to the lid?
  • 22. Automatic Interpretation Insight Centre for Data Analytics Slide 26 Expected physical behavior (Experiment intent): Velocity in X starts at zero at the bottom of the box followed by a slow velocity decrease reaching a minima which is followed by a very fast velocity increase close to the lid. Numeric Level Symbolic Lifting IF Predicates
  • 23. Physical Object Insight Centre for Data Analytics Slide 27 Left wall Bottom Lid Right wall
  • 24. FE Core Conceptual Model Insight Centre for Data Analytics Slide 28
  • 25. FE Elements Insight Centre for Data Analytics Slide 29 Cell Patch boundary Patch boundary Mesh Block
  • 26. FE Elements Insight Centre for Data Analytics Slide 30
  • 27. Physics/Material Properties Insight Centre for Data Analytics Slide 31 Kinematic viscosity Dynamic viscosity (μ)/Fluid density(ρ) Fluid Solid Velocity Velocity Pressure Navier-Stokes Equation
  • 28. Physics/Material Properties Insight Centre for Data Analytics Slide 32
  • 29. Insight Centre for Data Analytics Slide 33 are Connected are Connected are Connected are Connected Box Wall Is Part of Fluid is Inside Topology
  • 30. Topology Insight Centre for Data Analytics Slide 34
  • 31. Simulation Results Insight Centre for Data Analytics Slide 35
  • 32. FE Core Conceptual Model Insight Centre for Data Analytics Slide 36
  • 33. The SIFEM Conceptual Model Insight Centre for Data Analytics Slide 37
  • 34. Data View Insight Centre for Data Analytics Slide 38 Data Selection y 0.05
  • 35. Feature Extraction (Symbolic Lifting) Insight Centre for Data Analytics Slide 39 Minima=(0.055,-0.20) fast increase slow decrease followed by (avg first derivative > 35) velocity starts at 0 at the bottom maximum velocity is 0.93 at the lid
  • 36. Data Interpretation Statements Insight Centre for Data Analytics Slide 40 :DataView1 :hasDimensionY :VelocityX . :DataView1 :hasDimensionX :DistanceFromTheCavityBase . :DataView1 :x0 “0.0"^^xsd:double . :DataView1 :y0 “0.0"^^xsd:double . :DataView1 :hasMinimumX “-0.055"^^xsd:double . :DataView1 :hasMinimumY “-0.20"^^xsd:double . :DataView1 :hasFeature :PositiveSecondDerivative . :DataView1 :hasBehaviour :BehaviourRegion1 . :DataView1 :hasBehaviour :BehaviourRegion2 . :BehaviourRegion1 :avgFirstDerivative “-3.63"^^xsd:double . :BehaviourRegion1 :hasFeature EndRegion . :BehaviourRegion1 :hasFeature :Decreases . :BehaviourRegion1 :hasFeature :DecreasesSlowly . :BehaviourRegion2 :avgFirstDerivative “33.35"^^xsd:double . :BehaviourRegion2 :hasFeature EndRegion . :BehaviourRegion2 :hasFeature :Increases . :BehaviourRegion2 :hasFeature :IncreasesFast . :BehaviourRegion1 :isFollowedBy :BehaviourRegion1 . : LidSimulation :hasInterpretation :ValidVelocityBehaviour . Data Analysis Rule
  • 37. Data Analysis Rules Insight Centre for Data Analytics Slide 41 CONSTRUCT { :LidSimulation sif: hasInterpretation :ValidVelocityBehaviour } WHERE { ?dataview rdf:type dao:DataView . ?dataview dao:hasFeature ?x . ... } IF( minima(velocity) is negative AND decreases very slowly(velocity) AND increases very fast (velocity) ) VALID VELOCITY BEHAVIOUR SPARQL Rule
  • 38. Data Analysis Workflow Insight Centre for Data Analytics Slide 42
  • 39. FE Data Analysis Insight Centre for Data Analytics Slide 43
  • 40. FE Data Analysis Insight Centre for Data Analytics Slide 44
  • 41. Insight Centre for Data Analytics Slide 45
  • 42. Insight Centre for Data Analytics Slide 46 :DataView1 :hasDimensionY :BasilarMembraneMagnitude . :DataView1 :hasDimensionX :DistanceFromTheCochleaBasis . :DataView1 :hasFeature :isSingleWave . :DataView1 :hasMaximumAmplitude “0.0031 "^^xsd:double. :DataView1 :hasMaximumY “0.0020 e^-6 "^^xsd:double . :DataView1 :hasMaximumX “14"^^xsd:double . :DataView1 :hasMinimumY “-0.0011 e^-6 "^^xsd:double . :DataView1 :hasMinimumX “17"^^xsd:double .
  • 43. Architecture Insight Centre for Data Analytics Slide 47
  • 44. Infrastructure/Data Attribution Insight Centre for Data Analytics Slide 48
  • 45. Future Directions •Finalization of the semantic infrastructure •Explore heuristics for the automatic exploration of the parameter space •Replicate an existing scientific discovery •Engage users Insight Centre for Data Analytics Slide 49
  • 46. Demonstration (Video) Insight Centre for Data Analytics Slide 50
  • 47. Take-away message •Contemporary science demands new infrastructures to scale scientific discovery in a complex knowledge environment. •In SIFEM we aim at experimenting with new infrastructures based on Semantic Web standards to support better: •Resource Coordination •Reproducibility •Efficiency & Automation •Infrastructure/Data Attribution •This institute can be a protagonist in this process. Insight Centre for Data Analytics Slide 51 must!