leonarski_fandClaude Opus 5
493be2cf19
The space-group search offered a candidate only if gemmi calls it the reference setting. A setting is a statement about direction, so that restricted the search to the axes the convention chose: a crystal whose 2-fold lies on c had no rung between P1 and 222 and fell to P1, and one whose screws lie on b and c was reported as the group with a single screw on c - the wrong group, not a lower one, because the candidate that predicts a subset of the real absences and nothing else wins on no evidence at all. Both stages now enumerate more, under refusals rather than thresholds. Stage B offers the non-reference settings of the chosen point group. Their rotation set is equal to the chosen one, not merely contained in it, so this cannot raise the symmetry; what it adds is a screw or a centring on the axis the data show it on. A candidate is offered only if the cell's own metric admits the rotations its setting names, and one predicting exactly the absences another candidate already predicts is dropped as the same hypothesis under a second name. A non-reference candidate whose centring class this merge does not contain is refused outright: the reference path may adopt an untested centring because the caller's centred-lattice re-test backs it, and a non-reference setting has no such backing. Stage A offers the rotation sets no reference setting carries - the a-unique and c-unique monoclinic 2-folds, and the two rhombohedral-axes trigonal groups - and only those, so every point group reachable before is still reached by the same group in the same setting. A rung reached only that way may be ADOPTED but does not judge anything else: it is skipped when the reference chi^2 is formed and when a higher promotion's parents are collected. Without that it made higher promotions strictly harder - a promotion answers to the most damning of its parents, and offering two more order-2 subgroups of 222 refused 222 and 432 on crystals that had them. The run report gains SPACE_GROUP_NAME beside SPACE_GROUP_NUMBER, since the number alone does not say which axes a group's symmetry lies on, and a group that is not a reference setting is printed as its extended Hermann-Mauguin name. The two-arm reconciliation compares point groups by that name rather than by number for the same reason. Co-Authored-By: Claude Opus 5 (1M context) <noreply@anthropic.com> Claude-Session: https://claude.ai/code/session_01T3yNBXk4wKdMZy1ak2NY7f
Jungfraujoch
Application to receive data from the PSI JUNGFRAU and EIGER detectors.
All documentation is now placed in docs/ subdirectory and for the current version hosted on Jungfraujoch Read The Docs page.