“…A popular class of algorithms are the multi-scale image fusion schemes, which decompose the source images into spatial primitives at multiple spatial scales, then integrate these primitives to form a new ('fused') multi-scale representation, and finally apply an inverse multi-scale transform to reconstruct the fused image. Examples of this approach are for instance the Laplacian pyramid (Burt & Adelson, 1983), the Ratio of Low-Pass pyramid (Toet, 1989b), the contrast pyramid (Toet, Van Ruyven & Valeton, 1989), the filter-subtract-decimate Laplacian pyramid (Burt, 1988;Burt & Kolczynski, 1993), the gradient pyramid (Burt, 1992;Burt & Kolczynski, 1993), the morphological pyramid (Toet, 1989a), the discrete wavelet transform (Lemeshewsky, 1999;Li, Manjunath & Mitra, 1995;Li, Kwok & Wang, 2002;Scheunders & De Backer, 2001), the shift invariant discrete wavelet transform (Lemeshewsky, 1999;Rockinger, 1997;Rockinger, 1999;Rockinger & Fechner, 1998), the contourlet (Yang et al, 2010), the shift-invariant shearlet transform (Wang, Li & Tian, 2014), the nonsubsampled shearlet transform (Kong, Wang & Lei, 2015;Liu et al, 2016;Zhang et al, 2015), the ridgelet transform (Tao, Junping & Ye, 2005). The filters applied in several of the earlier techniques typically produce halo artefacts near edges.…”