Lattice Harmonics I. Cubic Groups

DOI10.1103/RevModPhys.37.19zbMath0139.24001WikidataQ129040606 ScholiaQ129040606MaRDI QIDQ5514569

Simon L. Altmann, Arthur P. Cracknell

Publication date: 1965

Published in: Reviews of Modern Physics (Search for Journal in Brave)

zbMATH Keywords

structure of matter

Related Items (9)

On a labeling for point group harmonics. I. Cubic group ⋮ Magnetic Groups and Their Corepresentations ⋮ Computational group theory in crystal physics: A review ⋮ Kronecker Products and Symmetrized Squares of Irreducible Representations of Space Groups ⋮ Computation of Real-Valued Basis Functions which Transform as Irreducible Representations of the Polyhedral Groups ⋮ Determination of point group harmonics for arbitrary j by a projection method. I. Cubic group, quantization along an axis of order 4 ⋮ Cubic harmonics as linear combinations of spherical harmonics ⋮ Evaluation of integrals over the Brillouin zone by Houston's method ⋮ Space Groups and Selection Rules

Cites Work

• On the reduction of space groups
• Character tables for two space groups
• Simplification in Finding Symmetry-Adapted Eigenfunctions
• On the symmetries of spherical harmonics
• The crystallographic point groups as semi-direct products
• Energy Bands of Alkali Metals. I. Calculated Bands
• Theory of Brillouin Zones and Symmetry Properties of Wave Functions in Crystals
• A Method for Obtaining Electronic Eigenfunctions and Eigenvalues in Solids with An Application to Sodium
• Group Theory and Crystal Lattices

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