Author | Under the supervision of |
Michaël Dell'aiera | Thomas Vuillaume (LAPP) Alexandre Benoit (LISTIC) |
Presentation outline
Introduction to gamma-ray astronomy, principle of detection and workflow
Gamma-ray astronomy
Principle of detection
γ-PhysNet
The challenging application to real observations
The challenging application to real observations
Domain adaptation
State-of-the-art
[DOI 2009.00155](https://arxiv.org/abs/2009.00155)
Selection of the methods
Validation pipeline of our approach
Upper and lower bounds
Best scenario
Training distribution = Test distribution
→ Perfect test conditions \ → The best performance to be observed
Worst scenario
Training distribution ≠ Test distribution
→ Degraded test conditions \ → The worst performance to be observed
Figures of merit for model evaluation
Figures of merit for model evaluation
Figures of merit for model evaluation
Setup
Train |
Test |
|
Source Labelled |
Target Unlabelled |
Unlabelled |
MC |
MC+Poisson(0.4) (MC*) |
MC+Poisson(0.4) (MC*) Use labels to characterize domain adaptation |
Application to MC: γ-PhysNet + DANN
Application to MC: γ-PhysNet + DANN
Application to MC: γ-PhysNet + DANN
Application to MC: γ-PhysNet + DANN
Application to MC: γ-PhysNet + DANN
Application to MC
Application to MC
Application to MC
Application to MC
Application to MC
Application to MC
Application to MC: Angular resolution
Application to MC: Angular resolution
Conclusion & Perspectives
Acknowledgments