The dark energy survey supernova program: cosmological biases from supernova photometric classification
The dark energy survey supernova program: cosmological biases from supernova photometric classification
Cosmological analyses of samples of photometrically identified type Ia supernovae (SNe Ia) depend on understanding the effects of 'contamination' from core-collapse and peculiar SN Ia events. We employ a rigorous analysis using the photometric classifier SuperNNova on state-of-the-art simulations of SN samples to determine cosmological biases due to such 'non-Ia' contamination in the Dark Energy Survey (DES) 5-yr SN sample. Depending on the non-Ia SN models used in the SuperNNova training and testing samples, contamination ranges from 0.8 to 3.5 per cent, with a classification efficiency of 97.7-99.5 per cent. Using the Bayesian Estimation Applied to Multiple Species (BEAMS) framework and its extension BBC ('BEAMS with Bias Correction'), we produce a redshift-binned Hubble diagram marginalized over contamination and corrected for selection effects, and use it to constrain the dark energy equation-of-state, w. Assuming a flat universe with Gaussian ΩM prior of 0.311 ± 0.010, we show that biases on w are <0.008 when using SuperNNova, with systematic uncertainties associated with contamination around 10 per cent of the statistical uncertainty on w for the DES-SN sample. An alternative approach of discarding contaminants using outlier rejection techniques (e.g. Chauvenet's criterion) in place of SuperNNova leads to biases on w that are larger but still modest (0.015-0.03). Finally, we measure biases due to contamination on w0 and wa (assuming a flat universe), and find these to be <0.009 in w0 and <0.108 in wa, 5 to 10 times smaller than the statistical uncertainties for the DES-SN sample.
cosmology: observations, supernovae: general, surveys
1106-1127
Vincenzi, M.
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Sullivan, M.
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Möller, A.
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Armstrong, P.
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Brout, D.
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Carollo, D.
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Bassett, B. A.
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Carr, A.
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Davis, T. M.
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Frohmaier, C.
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Galbany, L.
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Glazebrook, K.
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Graur, O.
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Kelsey, L.
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Kessler, R.
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Kovacs, E.
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Lewis, G. F.
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Lidman, C.
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Malik, U.
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Nichol, R. C.
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Popovic, B.
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Sako, M.
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Scolnic, D.
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Smith, M.
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Taylor, G.
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Tucker, B. E.
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Wiseman, P.
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Aguena, M.
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Allam, S.
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Annis, J.
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Asorey, J.
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Bacon, D.
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Bertin, E.
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Brooks, D.
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Burke, D. L.
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Carnero Rosell, A.
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Carretero, J.
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Castander, F. J.
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Costanzi, M.
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da Costa, L. N.
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Pereira, M. E. S.
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De Vicente, J.
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Desai, S.
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Diehl, H. T.
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Doel, P.
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Everett, S.
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Ferrero, I.
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Flaugher, B.
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Fosalba, P.
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Frieman, J.
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1 January 2023
Vincenzi, M.
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Sullivan, M.
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Möller, A.
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Armstrong, P.
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Brout, D.
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Carollo, D.
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Bassett, B. A.
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Carr, A.
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Davis, T. M.
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Frohmaier, C.
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Galbany, L.
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Glazebrook, K.
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Graur, O.
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Kelsey, L.
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Kessler, R.
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Kovacs, E.
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Lewis, G. F.
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Lidman, C.
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Malik, U.
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Nichol, R. C.
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Popovic, B.
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Sako, M.
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Scolnic, D.
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Smith, M.
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Taylor, G.
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Tucker, B. E.
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Wiseman, P.
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Aguena, M.
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Allam, S.
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Annis, J.
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Asorey, J.
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Bacon, D.
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Bertin, E.
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Brooks, D.
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Burke, D. L.
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Carnero Rosell, A.
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Carretero, J.
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Castander, F. J.
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Costanzi, M.
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da Costa, L. N.
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Pereira, M. E. S.
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De Vicente, J.
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Desai, S.
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Diehl, H. T.
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Doel, P.
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Everett, S.
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Ferrero, I.
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Flaugher, B.
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Fosalba, P.
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Frieman, J.
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