Fig. 2: All-optical intensity linear transformations under spatially incoherent illumination performed by diffractive networks trained using the indirect approach. | Light: Science & Applications

Fig. 2: All-optical intensity linear transformations under spatially incoherent illumination performed by diffractive networks trained using the indirect approach.

From: Universal linear intensity transformations using spatially incoherent diffractive processors

Fig. 2

All-optical linear transformations of intensity, \(\hat{{\boldsymbol{A}}}\), performed under spatially incoherent illumination, by five of the diffractive network designs shown in Fig. 1c, together with the corresponding error matrices with respect to the target transformation, \({\boldsymbol{\varepsilon }}=\left|{\boldsymbol{A}}-\hat{{\boldsymbol{A}}}\right|\). Here || denotes elementwise operation. The means of the error matrix elements are listed in the table on the right

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