* @brief Member access operator. * @return Mesh point at the current data index. */

Member access to the current block.

* @brief Divison operator for two triqs::mesh::matsubara_freq objects. * * @details The division is performed on the complex numbers correspondi

* @relates triqs::utility::time_pt * @brief Division between two time points. * * @param tp1 Left-hand side time point \f$ \tau_l \f$. * @

* @brief Divide two complex numbers. * * @details It throws a triqs::runtime_error on division by zero. * * @param z Right-hand

* @brief Three-way comparison operator for two iterators. * * @param rhs Right hand side iterator to compare with. * @return It returns

Partial ordering by index when beta and statistic match, unordered otherwise.

* @brief Three-way comparison operator for canonical operators. * * @details The ordering is defined as follows: * - All creation opera

* @brief Three-way comparison operator compares the integer grid positions of two time points. * * @param tp Right-hand side time point.

* @brief Equal-to comparison operator compares the underlying Bravais lattice and the number of unit cells in each * of the three dimensions.

* @brief Equal-to comparison operator compares \f$ \beta \f$, the particle statistics, \f$ N_{i\omega_n} \f$ and * whether all or only positive f

* @brief Equal-to comparison operator compares the underlying Brillouin zone and the number of k-points in each * of the three dimensions. *

Equal-to comparison operator compares the hash values

Equal-to comparison operator compares the hash values

Equal-to comparison operator compares the hash values

* @brief Equal-to operator for two iterators. * * @param other Iterator to compare with. * @return True, if they belong to the same mes

Equality comparison (same block Green's function and same position).

Equal-to comparison operator compares the tuple of meshes in the product.

Equal-to comparison operator compares \f$ N \f$ and the interval \f$ [a, b] \f$.

Equal-to operator compares the dimensions of the two Hilbert (Fock) spaces.

Equal-to operator compares the subspace index \f$ m \f$ and the ordered set \f$ B_{\mathcal{F}^{(m)}} \f$.

Equal-to operator compares the ordered sets of indices for equality.

* @brief Equality operator for canonical operators. * * @param b Right hand side operator. * @return True if both operators are creatio

* @brief Equality operator to compare two many-body operators. * * @details Checks whether the difference \f$ \hat{O} - \hat{P} \f$ is exact

* @brief Equal-to operator compares the integer grid positions of two time points. * * @param tp Right-hand side time point. * @returns

* @brief Equal-to operator compares the underlying complex values exactly. * * @param x Value to compare against. * @return True if the

* @brief Default equal-to operator compares the domains, data vectors, number of accumulated and discarded data * points and bin sizes. */

Equal-to comparison: two generators are equal if they share the same dimension, number of points and index.

* @brief Equal-to comparison operator. * @return True, if the number of dimensions, unit cell basis vectors and the atomic orbital positions and

* @brief Equal-to comparison operator. * @return True, if the underlying Bravais lattice and the reciprocal basis vectors are equal. */

Equal-to comparison operator. True if the underlying lattice, displacements and overlap matrices all match.

Default equal-to operator compares all data members.

* @brief Equal-to comparison operator. * * @details Two tight-binding Hamiltonians are equal if they have the same list of lattice vectors a

* @brief Access the n-th block of a one-index block Green's function (const overload). * @param n Block index. * @return The n-th block. */

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Get the coordinate \f$ k^{\mathbf{n}}_i \f$ of the corresponding reciprocal vector \f$ * \mathbf{k}^{\mathbf{n}} \f$. *

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator. * @param n Number of steps to add to the current value. * @return Mesh point at the current data index increase

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to access a mesh point by its data index. * * @param d Data index of the mesh point. * @return mesh_point_t

* @brief Subscript operator to access a mesh point by its data index \f$ d \in \{0, 1, \ldots, N-1\} \f$. * * @param d Data index \f$ d \f$

* @brief Subscript operator to get the position of a given index \f$ \alpha \f$ in the set. * * @details It throws an exception if \f$ \alph

* @brief Get the coordinate \f$ R^{\mathbf{n}}_i \f$ of the corresponding lattice vector \f$ * \mathbf{R}^{\mathbf{n}} \f$. * * @

* @brief Access the coefficient associated with a given R-vector. * * @param R Lattice vector \f$ \mathbf{R} \f$. * @return View of the

r""" Plot the imaginary part of ``obj`` via :func:`oplot` with ``mode='I'``. .. deprecated:: 3.3 Use ``oplot(obj.imag, ...)`` instead

r""" Plot the real part of ``obj`` via :func:`oplot` with ``mode='R'``. .. deprecated:: 3.3 Use ``oplot(obj.real, ...)`` instead. Emi

Combine a (site, orbital) index pair into a single superlattice orbital index. Both ``n_site`` and ``n_orbital`` are zero-based. Par

* @brief Constructor computes the Padé coefficients from a set of complex sample points and values. * * @details Builds the lower-triangular

Return true if the number of set bits in v is odd, false if it is even.

* @brief Normalize a histogram. * * @details It simply divides each bin count by the number of in-range data points (lost points are exclude

r"""Plot-protocol implementation for product ``BZ x (frequency / time)`` Green's functions. Parameters ---------- opt_dict : dict

r"""Plot-protocol implementation for two-variable Green's functions. Parameters ---------- opt_dict : dict Plot options:

r"""Plot-protocol implementation for Green's functions on a 2D BZ / cyclic-lattice mesh. Parameters ---------- opt_dict : dict

r""" Plot protocol for Histogram objects. Builds the keyword-argument dictionary consumed by :func:`triqs.plot.protocol.plot_protocol_app

r"""Build the curve dictionaries consumed by :func:`~triqs.plot.mpl_interface.oplot`. The following plotting options are consumed by this fu

* @brief Construct a lattice point with a given index vector on the given Bravais lattice. * * @param n Index vector \f$ \mathbf{n} \f$.

Is the mesh restricted to positive Matsubara frequencies?

Is the mesh restricted to positive frequencies?

Default constructor leaves the mesh point uninitialized.