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 Results for DC.creator="W." AND DC.creator="F." AND DC.creator="Kuhs" in section 1.9.4 of volume D
Higher-order representations
Kuhs, W. F.  International Tables for Crystallography (2013). Vol. D, Section 1.9.4.2, pp. 242-245 [ doi:10.1107/97809553602060000908 ]
... d) b123 (point group ). Fourth-order terms: (e) b2222; (f) b1111 = b2222; (g) b1111 = b2222 = b3333 (point group ); (h) b1222 ... point group ); (t) b112222; (u) b111133 = b222233; (v) b113333 = b223333; (w) b111122 = b112222 = b111133 = b113333 = b222233 = b223333 (point group ); (x) b112233 ... Crystallogr. 6, 263-271. Smith, V. H. Jr, Price, P. F. & Absar, I. (1977). Representations of electron density and ...

Representation surfaces of second-order ADTs
Kuhs, W. F.  International Tables for Crystallography (2013). Vol. D, Section 1.9.4.1, pp. 235-242 [ doi:10.1107/97809553602060000908 ]
... the right-handed set, one obtains for the transformation matrix F (see also Willis & Pryor, 1975) Clearly, there is an infinite ... to a crystallographic coordinate system with correspondingly different transformation matrices F (see e.g. Chapter 1.1 of IT B). The most ... Nelmes (1969) and Hummel et al. (1990). References Hummel, W., Raselli, A. & Bürgi, H.-B. (1990). Analysis ...

Graphical representation
Kuhs, W. F.  International Tables for Crystallography (2013). Vol. D, Section 1.9.4, pp. 235-245 [ doi:10.1107/97809553602060000908 ]
... the right-handed set, one obtains for the transformation matrix F (see also Willis & Pryor, 1975) Clearly, there is an infinite ... to a crystallographic coordinate system with correspondingly different transformation matrices F (see e.g. Chapter 1.1 of IT B). The most ... d) b123 (point group ). Fourth-order terms: (e) b2222; (f) b1111 = b2222; (g) b1111 = b2222 = b3333 (point group ); (h) ...

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