A polar Fourier geometric approach to volume-free single-particle 3D reconstruction

Van, C.T.S.; Reboul, C.F.; Caesar, J.J.E.; Meana-Pañeda, R.; Elmlund, H.

doi:10.1107/S2052252526003611

Figure 1
Illustration of reciprocal-space line contributions induced by the projection-slice theorem on discretized SO(3). One line of the common-line contribution on Fourier slice $[{\rm S_1}]$ associated with orientation $[\alpha]$ does not contain the line of $[\alpha]$ itself but contains the sum of all common lines between plane $[\alpha]$ and slices $[{\rm S_2},{\rm S_3},{\rm S_4}, \ldots]$ of $[{I_\beta }]$ .

IUCrJ

Volume 13| Part 4| July 2026|

ISSN: 2052-2525

https://doi.org/10.1107/S2052252526003611

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