.. index:: single: Green's functions; block Green's function module: gf_imtime .. _GfImTime: Matsubara Green's function in imaginary time (GfImTime) ============================================================================== This object stores a matrix valued Green function in imaginary time in the Matsubara formalism: .. math:: G_{\alpha \beta} (\tau) \equiv - \mathcal{T} \qquad \text{ for } 0 \leq \tau \leq \beta Reference --------------- .. autoclass:: pytriqs.gf.local.GfImTime :members: set_from_inverse_fourier, set_from_legendre, transpose, conjugate HDF5 data scheme ^^^^^^^^^^^^^^^^^^^^^^ The GfImTime (TRIQS_HDF5_data_scheme = "GfImTime") is decomposed in the following objects: ========================= =========================== =========================================================================== Name Type Meaning ========================= =========================== =========================================================================== Mesh MeshGf The mesh Tail TailGf The tail Data 3d numpy of double Data[i1,i2,n] is the element of the Green function where : * i1, i2 are the indices * n is the index of the time slice, starting at tau =0 IndicesL,IndicesR string The Python repr of the indices, e.g. (1,2), or (1,) repr(this_string) reproduces the indices Name string Name of the Green function block Note string Note ========================= =========================== =========================================================================== Example ------- .. plot:: reference/gfs/py/block/green_imtime.py :include-source: :scale: 70