forthcoming articles in Acta Crystallographica Section A

The following articles are a selection of those recently accepted for publication in Acta Crystallographica Section A: Foundations of Crystallography.

See also Forthcoming articles in all IUCr journals.


Accepted 20 February 2015

Determination of small crystal structures from a minimum set of diffraction intensities by homotopy continuation

D. Leggas and O. V. Tsodikov


Accepted 9 February 2015

Axial point groups: rank 1,2,3 and 4 property tensor tables

D. B. Litvin


Accepted 5 February 2015

Absolute refinement of crystal structures by X-ray phase measurements

S. L. Morelhão, Z. G. Amirkhanyan and C. M. R. Remédios

Synopsis: This paper describes application of X-ray phase measurements for absolute identification and improvement of atomic model structures.


Accepted 22 January 2015

Structure factor for an icosahedral quasicrystal within a statistical approach

R. Strzalka, I. Buganski and J. Wolny

Synopsis: A structure factor for an icosahedral quasicrystal with an arbitrary decoration scheme based on a primitive icosahedral tiling model and a statistical approach was derived. The average unit cell concept was used as an alternative to the commonly used higher-dimensional description.


Accepted 22 January 2015

X-ray investigation of lateral hetero-structures of inversion domains in LiNbO3, KTiOPO4 and KTiOAsO4

T. S. Lyford, S. P. Collins, P. F. Fewster and P. A. Thomas


Accepted 19 January 2015

Symmetry of semi-reduced lattices

K. Stróz

Synopsis: The article extends characterization of Bravais types according to metrical, algebraic and geometric properties onto a wide class of primitive lattices (including Buerger-reduced and a substantial part of Delaunay-reduced) related to low-restricted semi-reduced descriptions. The research proves that there are excellent theoretical and practical reasons for looking at crystal lattice symmetry from an entirely new point of view - the combinatorial set of 960 matrices, their semi-reduced lattice context and their geometric properties.




































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