molsym.symtext.multiplication_table

Functions

build_mult_table(symels)	Build the multiplication table (Cayley Table) for the group of symmetry elements.
cycles(mtable)	Find cycles of each symmetry element.
identify_subgroup(subgroup, symels)	Identify Schoenflies symbol for a set of symmetry elements.
inverse(mtable, a)	Finds inverse element using the multiplication table.
is_subgroup(G, mtable)	Tests for closure of subgroup in the group multiplication table as all other group properties are enforced elsewhere.
min_cycle_set(mult_table, cycle_set)	Minimum number of cycles to reconstruct the group.
multifly(symels, A, B)	Find the symmetry element that corresponds to the product of symmetry elements A and B.
multiply(mtable, *args)	Multiply symmetry operations using the multiplication table.
order(mult_table, idx)	Returns order of an element in the group.
same_type(symel_a, symel_b)	Check if input Symels are of the same type (identity, inversion, reflection, same order of proper/improper rotation).
subgroup_axes(subgroup, symels)	Find the new primary and secondary axes of a subgroup.
subgroup_by_name(symels, mult_table, subgroup)	Find a set of symmetry elements that form a subgroup of the group and have the same Schoenflies symbol as the one requested.