Function qsym2::bindings::python::representation_analysis::vibrational_coordinate::rep_analyse_vibrational_coordinate_collection

pub fn rep_analyse_vibrational_coordinate_collection(
    py: Python<'_>,
    inp_sym: PathBuf,
    pyvibs: PyVibrationalCoordinateCollection,
    integrality_threshold: f64,
    linear_independence_threshold: f64,
    use_magnetic_group: Option<MagneticSymmetryAnalysisKind>,
    use_double_group: bool,
    use_cayley_table: bool,
    symmetry_transformation_kind: SymmetryTransformationKind,
    eigenvalue_comparison_mode: EigenvalueComparisonMode,
    write_character_table: bool,
    infinite_order_to_finite: Option<u32>,
    angular_function_integrality_threshold: f64,
    angular_function_linear_independence_threshold: f64,
    angular_function_max_angular_momentum: u32,
) -> PyResult<()>

Python-exposed function to perform representation symmetry analysis for real and complex vibrational coordinate collections and log the result via the qsym2-output logger at the INFO level.

Arguments

• inp_sym - A path to the QSym2FileType::Sym file containing the symmetry-group detection result for the system. This will be used to construct abstract groups and character tables for representation analysis. Python type: str.
• pyvibs - A Python-exposed vibrational coordinate collection whose coefficients are of type float64 or complex128. Python type: PyVibrationalCoordinateCollectionReal | PyVibrationalCoordinateCollectionComplex
• integrality_threshold - The threshold for verifying if subspace multiplicities are integral. Python type: float.
• linear_independence_threshold - The threshold for determining the linear independence subspace via the non-zero eigenvalues of the orbit overlap matrix. Python type: float.
• use_magnetic_group - An option indicating if the magnetic group is to be used for symmetry analysis, and if so, whether unitary representations or unitary-antiunitary corepresentations should be used. Python type: None | MagneticSymmetryAnalysisKind.
• use_double_group - A boolean indicating if the double group of the prevailing symmetry group is to be used for representation analysis instead. Python type: bool.
• use_cayley_table - A boolean indicating if the Cayley table for the group, if available, should be used to speed up the calculation of orbit overlap matrices. Python type: bool.
• symmetry_transformation_kind - An enumerated type indicating the type of symmetry transformations to be performed on the origin determinant to generate the orbit. If this contains spin transformation, the determinant will be augmented to generalised spin constraint automatically. Python type: SymmetryTransformationKind.
• eigenvalue_comparison_mode - An enumerated type indicating the mode of comparison of orbit overlap eigenvalues with the specified linear_independence_threshold. Python type: EigenvalueComparisonMode.
• write_character_table - A boolean indicating if the character table of the prevailing symmetry group is to be printed out. Python type: bool.
• infinite_order_to_finite - The finite order with which infinite-order generators are to be interpreted to form a finite subgroup of the prevailing infinite group. This finite subgroup will be used for symmetry analysis. Python type: Optional[int].
• angular_function_integrality_threshold - The threshold for verifying if subspace multiplicities are integral for the symmetry analysis of angular functions. Python type: float.
• angular_function_linear_independence_threshold - The threshold for determining the linear independence subspace via the non-zero eigenvalues of the orbit overlap matrix for the symmetry analysis of angular functions. Python type: float.
• angular_function_max_angular_momentum - The maximum angular momentum order to be used in angular function symmetry analysis. Python type: int.