Source code for pytriqs.operators.util.op_struct

from itertools import product

# Set function to make index for GF blocks given spin sn and orbital name on
[docs]def get_mkind(off_diag,map_operator_structure): r""" Set function that makes the index for operators and GF blocks for a given spin and orbital name. Parameters ---------- off_diag : boolean Do we have (orbital) off-diagonal elements? If yes, the operators and blocks are denoted by ('spin', 'orbital'), otherwise by ('spin_orbital',0). map_operator_structure : dict Mapping of names of GF blocks names from one convention to another, e.g. {('up', 0): ('up_0', 0), ('down', 0): ('down_0',0)}. If provided, the operators and blocks are denoted by the mapping of ``('spin', 'orbital')``. Returns ------- mkind : lambda The function mapping spin and orbital names to a tuple. """ if (off_diag is None) and (map_operator_structure is None): raise ValueError("hamiltonians: provide either off_diag or map_operator_structure.") if map_operator_structure is None: if off_diag: mkind = lambda sn, on: (sn, on) else: mkind = lambda sn, on: (sn+'_%s'%on, 0) else: mkind = lambda sn, on: map_operator_structure[(sn,on)] return mkind
# Set block structure of GF
[docs]def set_operator_structure(spin_names,orb_names,off_diag): r""" Set the operator_structure for given spin and orbital names, according to whether or not the Green's functions contain off-diagonal blocks. Parameters ---------- spin_names : list of strings Names of the spins, e.g. ['up','down']. orb_names : list of strings or int Names of the orbitals, e.g. [0,1,2] or ['t2g','eg']. off_diag : boolean Do we have (orbital) off-diagonal elements? If yes, the operators and blocks are denoted by ('spin', 'orbital'), otherwise by ('spin_orbital',0). Returns ------- op_struct : list The structure of the operators [block:[inner], ... ]. """ op_struct = [] if off_diag: # outer blocks are spin blocks for sn in spin_names: op_struct.append([sn, [on for on in orb_names]]) else: # outer blocks are spin-orbital blocks for sn, on in product(spin_names,orb_names): op_struct.append([sn+'_%s'%on, [0]]) return op_struct