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This article has an erratum: [https://doi.org/10.1051/0004-6361/202039574e]


Table 1.

Overview of trained networks.

Double Quad θE, min [″] wθE Loss Epoch rlearn N Seed Section Figures

Natural distribution of Einstein radii of lenses
0.5 1 0.0201 115 0.005 64 3 4.1
0.5 5 0.0496 123 0.001 64 3 4.1 6, 7, 8, 13, 14
2.0 1 0.0120 85 0.01 32 3 4.2
2.0 5 0.0209 85 0.008 32 2 4.2 7, 8, 9, 13, 14

0.5 1 0.0193 242 0.008 64 1 5.1
0.5 5 0.0474 117 0.001 64 3 5.1
2.0 1 0.0118 163 0.05 64 3 5.1
2.0 1 0.0118 96 0.01 32 2 5.1
2.0 5 0.0217 62 0.008 32 3 5.1

0.5 1 0.0193 151 0.008 32 2 5.1
0.5 5 0.0441 69 0.001 32 2 5.1
2.0 1 0.0129 267 0.01 64 2 5.1
2.0 5 0.0268 285 0.005 32 1 5.1

Uniform distribution of Einstein radii of lenses

0.5 1 0.0223 147 0.001 32 1 4.3
0.5 5 0.0528 112 0.0005 64 2 4.3 7, 8, 10, 11, 13, 14

0.5 1 0.0288 73 0.008 64 2 5.1
0.5 5 0.0688 56 0.001 32 2 5.1 12

Notes. The first and second columns indicate if quads and/or doubles are included in the data set. The parameter θE, min represents the lower limit on the Einstein radius in the simulation, and wθE is the weighting factor of the Einstein radius in the loss function. The other parameters (lens center, ellipticity) are always weighted by a factor of 1 and the sum of all five weighting factors is normalized to the number of parameters. The fifth and sixth columns give the value of the loss of the test set and the epoch with the best validation loss. This is followed by the specific hyperparameters: learning rate rlearn, batch size N, and seed for the random number generator. The last two columns list the sections and the figures that present the results of the corresponding network.

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