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A new direct-space variant of the direct methods origin-free Patterson (or modulus) sum function is introduced. In the presence of atomicity, its application reduces, for each phase refinement cycle, to a synthesis with E2 − 〈E2〉 (or E − 〈E〉) as Fourier coefficients followed by structure-factor calculation from the strongest peaks in the resulting map.


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The phasing equations of δ recycling direct methods are derived from the minimization of a residual between two differently calculated density functions (one of them including the positivity constraint).
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