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Symmetry Point Groups

Robert Bruce King

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Abstract

Abstract The symmetry of a molecule can be described by its symmetry point group, which is a mathematical group consisting of the symmetry operations of the molecule. This symmetry point group thus consists of the identity plus proper rotations, reflections, an inversion, and/or improper rotations.

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Abstract The symmetry of a molecule can be described by its symmetry point group, which is a mathematical group consisting of the symmetry operations of the molecule. This symmetry point group thus consists of the identity plus proper rotations, reflections, an inversion, and/or improper rotations.

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Available abstract

Abstract The symmetry of a molecule can be described by its symmetry point group, which is a mathematical group consisting of the symmetry operations of the molecule. This symmetry point group thus consists of the identity plus proper rotations, reflections, an inversion, and/or improper rotations.

Key concepts: Symmetry operation, Symmetry (geometry), Point reflection, Rotational symmetry, Molecular symmetry, Point group, Point (geometry), Group (periodic table)

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