Per-orbit Wigner matrix representation of a group action.
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@ -537,8 +537,7 @@ static inline void check_norm_compat(const qpms_vswf_set_spec_t *s)
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}
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}
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}
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}
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#if 0
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complex double *qpms_orbit_action_matrix(complex double *target,
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complex double *qpms_orbit_matrix_action(complex double *target,
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const qpms_ss_orbit_type_t *ot, const qpms_vswf_set_spec_t *bspec,
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const qpms_ss_orbit_type_t *ot, const qpms_vswf_set_spec_t *bspec,
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const qpms_finite_group_t *sym, const qpms_gmi_t g) {
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const qpms_finite_group_t *sym, const qpms_gmi_t g) {
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assert(sym); assert(g < sym->order);
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assert(sym); assert(g < sym->order);
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@ -555,9 +554,11 @@ complex double *qpms_orbit_matrix_action(complex double *target,
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qpms_irot3_uvswfi_dense(tmp[0], bspec, sym->rep3d[g]);
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qpms_irot3_uvswfi_dense(tmp[0], bspec, sym->rep3d[g]);
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for(qpms_gmi_t Col = 0; Col < ot->size; ++Col) {
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for(qpms_gmi_t Col = 0; Col < ot->size; ++Col) {
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// Row is the 'destination' of the symmetry operation, Col is the 'source'
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// Row is the 'destination' of the symmetry operation, Col is the 'source'
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qpms_gmi_t Row = ot->action
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const qpms_gmi_t Row = ot->action[sym->order * Col + g];
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for(size_t row = 0; row < bspec->n; ++row)
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#endif
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for(size_t col = 0; col < bspec->n; ++col)
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target[n*n*N*Row + n*Col + n*N*row + col] = tmp[row][col]; //CHECKCONJ
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}
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return target;
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}
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@ -244,25 +244,6 @@ typedef struct qpms_ss_orbit_type_t {
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qpms_ss_tmi_t *tmatrices;
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qpms_ss_tmi_t *tmatrices;
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} qpms_ss_orbit_type_t;
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} qpms_ss_orbit_type_t;
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/// Construct a "full matrix action" of a point group element for an orbit type.
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/** TODO detailed doc */
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complex double *qpms_orbit_matrix_action(
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/// Target array. If NULL, a new one is allocated.
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/** The size of the array is (orbit->size * bspec->n)**2
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* (it makes sense to assume all the T-matrices share their spec).
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*/
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complex double *target,
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/// The orbit (type).
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const qpms_ss_orbit_type_t *orbit,
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/// Base spec of the t-matrices (we don't know it from orbit, as it has
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/// only T-matrix indices.
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const qpms_vswf_set_spec_t *bspec;
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/// The symmetry group used to generate the orbit (must have rep3d filled).
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const qpms_finite_group_t *sym,
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/// The index of the operation in sym to represent.
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const qpms_gmi_t g);
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/// Auxillary type used in qpms_scatsys_t that identifies the particle's orbit and its id inside that orbit.
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/// Auxillary type used in qpms_scatsys_t that identifies the particle's orbit and its id inside that orbit.
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typedef struct qpms_ss_particle_orbitinfo {
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typedef struct qpms_ss_particle_orbitinfo {
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qpms_ss_oti_t t; ///< Orbit type.
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qpms_ss_oti_t t; ///< Orbit type.
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@ -326,6 +307,26 @@ qpms_errno_t qpms_scatsys_dump(qpms_scatsys_t *ss, char *path);
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/// NOT IMPLEMENTED Reads a qpms_scatsys_t structure from a file.
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/// NOT IMPLEMENTED Reads a qpms_scatsys_t structure from a file.
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qpms_scatsys_t *qpms_scatsys_load(char *path);
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qpms_scatsys_t *qpms_scatsys_load(char *path);
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struct qpms_finite_group_t;
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/// Constructs a "full matrix action" of a point group element for an orbit type.
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/** TODO detailed doc */
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complex double *qpms_orbit_action_matrix(
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/// Target array. If NULL, a new one is allocated.
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/** The size of the array is (orbit->size * bspec->n)**2
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* (it makes sense to assume all the T-matrices share their spec).
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*/
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complex double *target,
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/// The orbit (type).
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const qpms_ss_orbit_type_t *orbit,
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/// Base spec of the t-matrices (we don't know it from orbit, as it has
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/// only T-matrix indices.
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const qpms_vswf_set_spec_t *bspec,
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/// The symmetry group used to generate the orbit (must have rep3d filled).
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const struct qpms_finite_group_t *sym,
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/// The index of the operation in sym to represent.
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const qpms_gmi_t g);
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#if 0
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#if 0
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