Historical introduction

International Tables for Crystallography (2006). Vol. A1. ch. 1.1, pp. 2-5 | 1 | 2 |
https://doi.org/10.1107/97809553602060000537

Chapter 1.1. Historical introduction

aristotype 1.1.4

Bärnighausen tree 1.1.4

basic structure 1.1.4

crystal structure

prediction of 1.1.4

derivative structures 1.1.4

group–subgroup relations between space groups

applications 1.1.4

tree of 1.1.4

Hermann, theorem of 1.1.3

hettotype 1.1.4

isomorphic subgroups 1.1.3

isosymbolic space group 1.1.3

klassengleiche (k-) subgroups 1.1.3

Landau theory 1.1.4

law of rational indices 1.1.1

law of symmetry 1.1.1

maximal-subgroup rule 1.1.4

order parameter 1.1.4

overlooked symmetry 1.1.4

phase transitions 1.1.4

reconstructive 1.1.4

second-order 1.1.4

prediction of crystal structures 1.1.4

pseudosymmetry 1.1.4

reconstructive phase transitions 1.1.4

second-order phase transitions 1.1.4

space groups

isosymbolic 1.1.3

subgroups

isomorphic 1.1.3

klassengleiche 1.1.3

translationengleiche 1.1.3

zellengleiche 1.1.3

symmetry

law of 1.1.1

overlooked 1.1.4

theorems

Hermann's theorem 1.1.3

translationengleiche (t-) subgroups 1.1.3

tree of group–subgroup relations 1.1.4

twinning 1.1.4

zellengleiche subgroups 1.1.3