Table 1.3.3.3

Souvignier, B.

doi:10.1107/97809553602060000921

International
Tables for
Crystallography
Volume A
Space-group symmetry
Edited by M. I. Aroyo

International Tables for Crystallography (2016). Vol. A. ch. 1.3, p. 30

Table 1.3.3.3

B. Souvignier^a ^*

^a Radboud University Nijmegen, Faculty of Science, Mathematics and Computing Science, Institute for Mathematics, Astrophysics and Particle Physics, Postbus 9010, 6500 GL Nijmegen, The Netherlands
Correspondence e-mail: [email protected]

Table 1.3.3.3 | top | pdf |
Right-coset decomposition of $[{\cal G}]$ relative to $[{\cal T}]$

$[\ispecialfonts{\sfi W}_1 = {\sfi e}]$	$[\ispecialfonts{\sfi W}_2]$	$[ \ispecialfonts{\sfi W}_3]$	$[\ldots]$	$[\ispecialfonts{\sfi W}_{[i]}]$
$[\ispecialfonts{\sfi t}_1]$	$[\ispecialfonts{\sfi t}_1 {\sfi W}_2]$	$[\ispecialfonts{\sfi t}_1 {\sfi W}_3]$	$[\ldots ]$	$[\ispecialfonts{\sfi t}_1 {\sfi W}_{[i]}]$
$[\ispecialfonts{\sfi t}_2]$	$[\ispecialfonts{\sfi t}_2 {\sfi W}_2]$	$[\ispecialfonts{\sfi t}_2 {\sfi W}_3]$	$[\ldots ]$	$[\ispecialfonts{\sfi t}_2 {\sfi W}_{[i]}]$
$[\ispecialfonts{\sfi t}_3]$	$[\ispecialfonts{\sfi t}_3 {\sfi W}_2]$	$[\ispecialfonts{\sfi t}_3 {\sfi W}_3]$	$[\ldots ]$	$[\ispecialfonts{\sfi t}_3 {\sfi W}_{[i]}]$
$[\ispecialfonts{\sfi t}_4]$	$[\ispecialfonts{\sfi t}_4 {\sfi W}_2]$	$[\ispecialfonts{\sfi t}_4 {\sfi W}_3]$	$[\ldots ]$	$[\ispecialfonts{\sfi t}_4 {\sfi W}_{[i]}]$
$[\vdots]$	$[\vdots]$	$[\vdots]$		$[\vdots]$