Abstract

We developed a deeP architecturE for the LIght Curve ANalysis (PELICAN) for the characterization and the classification of supernovae light curves. It takes light curves as input, without any additional features. PELICAN can deal with the sparsity and the irregular sampling of light curves. It is designed to remove the problem of non-representativeness between the training and test databases coming from the limitations of the spectroscopic follow-up. We applied our methodology on different supernovae light curve databases. First, we tested PELICAN on the Supernova Photometric Classification Challenge for which we obtained the best performance ever achieved with a non-representative training database, by reaching an accuracy of 0.811. Then we tested PELICAN on simulated light curves of the LSST Deep Fields for which PELICAN is able to detect 87.4% of supernovae Ia with a precision higher than 98%, by considering a non-representative training database of 2k light curves. PELICAN can be trained on light curves of LSST Deep Fields to classify light curves of the LSST main survey, which have a lower sampling rate and are more noisy. In this scenario, it reaches an accuracy of 96.5% with a training database of 2k light curves of the Deep Fields. This constitutes a pivotal result as type Ia supernovae candidates from the main survey might then be used to increase the statistics without additional spectroscopic follow-up. Finally we tested PELICAN on real data from the Sloan Digital Sky Survey. PELICAN reaches an accuracy of 86.8% with a training database composed of simulated data and a fraction of 10% of real data. The ability of PELICAN to deal with the different causes of non-representativeness between the training and test databases, and its robustness against survey properties and observational conditions, put it in the forefront of light curve classification tools for the LSST era.

Highlights

  • A major challenge in cosmology is to understand the observed acceleration of the expansion of the universe

  • It is interesting to note that the gain in statistics obtained with PELICAN is lower than boosted decision trees (BDTs) values, which means that PELICAN is able to better deal with the problem of mismatch

  • First we trained PELICAN on a training database of 2k light curves, which could constitute a realistic scenario in which 10% of supernovae in Deep Drilling Fields (DDF) have been spectroscopically confirmed after ten years of observations

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Summary

Introduction

A major challenge in cosmology is to understand the observed acceleration of the expansion of the universe. An effective automatic classification tool, based on photometric information, has to be developed to distinguish between the different types of supernovae with a minimum contamination rate to avoid bias in the cosmology study. In the field of astrophysics, deep learning methods have shown better results than the current method applied to images for the classification of galaxy morphologies (Domínguez Sánchez et al 2018), the classification of transients (du Buisson et al 2015; Gieseke et al 2017), and the estimation of photometric redshifts (Pasquet et al 2019) to name a few This method has shown an impressive performance for the classification of light curves (Mahabal et al 2017; Pasquet-Itam & Pasquet 2018) and especially the classification of supernovae (Charnock & Moss 2017; Brunel et al 2019).

Light curve classification issues
Deep learning model
Convolutional neural network
Convolution layers
Autoencoder
Fully connected layers
Contrastive loss function
Proposed architecture
Autoencoder branch
Contrastive branch
Classification branch
Light curve data
Supernova Photometric Classification Challenge data
Simulated Large Survey Synoptic Telescope data
Sloan Digital Sky Survey data
Setting learning parameters
Data augmentation
Ensemble of classifiers
Metrics
Supernova Photometric Classification Challenge
Large Survey Synoptic Telescope simulated light curves
Classification of Deep Drilling Fields light curves
Classification of light curves in Wide-Fast-Deep survey
Classification of real Sloan Digital Sky Survey light curves
Influence of the number of observations
Effect of noise
Peak magnitudes
Summary and discussion
Full Text
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