International Tables for Crystallography (2016). Vol. A, ch. 1.7, pp. 132-139

Chapter 1.7. Topics on space groups treated in Volumes A1 and E of International Tables for Crystallography

Chapter index

antiphase domains
Bärnighausen tree
basic structure
change of, in a group–subgroup relation
bicrystal 1.7.3
Bilbao Crystallographic Server 1.7.1
classification of crystal structures 1.7.1
comparison of crystal structures 1.7.1
daughter phase
derivative structure
distorted structure
domain interfaces 1.7.3
domain structures
domain twin
domain walls 1.7.3,
enantiomorphic space groups
subgroups of
family of structures
frieze groups 1.7.3
general subgroups 1.7.1
group–subgroup relations 1.7.1,
at a phase transition
diamond–zinc blende
origin shift
Hermann, theorem of 1.7.1
homeotypic structures
index of a subgroup 1.7.1
isomorphic subgroups,
isotypic structures
klassengleiche (k-) subgroups 1.7.1,,
layer groups 1.7.3,
as subgroups of space groups 1.7.3
sectional 1.7.3
linear orbit 1.7.3
liquid crystals 1.7.3
maximal subgroups 1.7.1
chains of 1.7.1
minimal supergroups
non-isomorphic subgroups
linear 1.7.3
origin shift
in a group–subgroup relation
parent structure
phase transitions 1.7.1,
group–subgroup relations at
rod groups 1.7.3
scanning direction 1.7.3
scanning tables 1.7.3
sectional layer groups 1.7.3
space groups
enantiomorphic, subgroups of
subgroups 1.7.1
general 1.7.1
index of 1.7.1
klassengleiche (k-) 1.7.1,,
maximal 1.7.1
maximal, chains of 1.7.1
maximal isomorphic
maximal non-isomorphic
of enantiomorphic space groups
translationengleiche (t-) 1.7.1,,
subperiodic groups 1.7.3
supergroups 1.7.1,
thin films 1.7.3
topotactic reaction 1.7.1
translationengleiche (t-) subgroups 1.7.1,,
tree of group–subgroup relations
twin boundary 1.7.3
twinning, 1.7.3
Wyckoff positions
relations between 1.7.1,
splitting of