Normalize a monomial and insert into a map

* @brief Construct an empty block-matrix representation for a problem with the given number of subspaces. * * @details All connections a

Inequality comparison.

* @brief Not-equal-to operator compares the underlying complex values exactly. * * @param x Value to compare against. * @return True if

Not-equal-to comparison operator (negation of operator==()).

* @brief Function call operator to access a mesh point by its index \f$ \mathbf{n} \f$. * * @param n Index \f$ \mathbf{n} \f$ of the mesh po

* @brief Function call operator to access a mesh point by its Matsubara index \f$ n \in \{ n_{\text{min}}, \dots, * n_{\text{max}} \} \f$. *

* @brief Function call operator to access a mesh point by its index. * * @param n Index of the mesh point. * @return mesh_point_t at th

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

* @brief Function call operator to access a mesh point by its index \f$ l \in \{0, 1, \ldots, N-1\} \f$. * * @param l Index \f$ l \f$ of the

* @brief Function call operator to access a mesh point by its index \f$ n \in \{0, 1, \ldots, N-1\} \f$. * * @param n Index \f$ n \f$ of the

* @brief Function call operator to access a mesh point by its index \f$ l \in \{0, 1, \ldots, N-1\} \f$. * * @param l Index \f$ l \f$ of the

* @brief Function call operator to access a mesh point by its index \f$ l \in \{0, 1, \ldots, N-1\} \f$. * * @param l Index \f$ l \f$ of the

* @brief Function call operator to access a mesh point by its index \f$ n \in \{0, 1, \ldots, N-1\} \f$. * * @param n Index \f$ n \f$ of the

* @brief Function call operator to access a mesh point by its index. * * @param n Index of the mesh point. * @return mesh_point_t at th

gives the coefficients of the matrix (function F of the documentation)

gives the coefficients of the matrix (function F of the documentation)

gives the coefficients of the matrix (function F of the documentation)

* @brief Function call operator to access a mesh point by its index \f$ n \in \{0, 1, \ldots, N-1\} \f$. * * @param n Index \f$ n \f$ of the

* @brief Evaluate the Padé continued fraction at the complex point \f$ z \f$. * * @details The continued fraction \f$ C_N(z) = A_N / B_N \f$

* @brief Return a child report stream whose verbosity has been reduced by \f$ n - 1 \f$. * * @param n Amount by which to lower the verbosit

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

* @brief Build a lazy CLEF call expression for the integral of a lazy integrand over a given domain. * * @details This overload is selected

Function call operator performs the auxiliary measurement.

Evaluate using classic barycentric formula (like diagmc)

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

* @brief Multiplication operator for two triqs::mesh::statistic_enum objects. * * @param s1 Left-hand side operand. * @param s2 Right-hand si

* @brief Multiplication operator for two triqs::mesh::matsubara_freq objects. * * @details The mulitiplication is performed on the complex numbe

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

Dereference to the current block.

* @brief Multiply two complex numbers. * * @param z Right-hand operand. * @return Complex product. */

* @brief Addition operator for an iterator and an integer. * @param n Number of steps to add to the current data index. * @return Copy of `t

* @brief Addiditon operator performs cyclic addition on \f$ [0, \beta] \f$. * * @param tp1 Left-hand side operand \f$ \tau_l \f$. * @pa

* @brief Add two complex numbers. * * @param z Right-hand operand. * @return Complex sum. */

* @brief Add two lattice points \f$ \mathbf{R}^{\mathbf{n}} \f$ and \f$ \mathbf{R}^{\mathbf{m}} \f$. * * @param pt Lattice point \f$ \ma

* @brief Post-increment operator increments the current data index by \f$ 1 \f$. * @return Copy of `this` iterator before incrementing. */

Post-increment to the next block.

* @brief Subtraction operator for an iterator and an integer. * @param n Number of steps to subtract from the current data index. * @return

* @brief Unary minus operator to negate the current many-body operator \f$ \hat{O} \f$. * @return Many-body operator \f$ -\hat{O} \f$ with the si

* @brief Subtraction operator performs cyclic subtraction on \f$ [0, \beta] \f$. * * @param tp1 Left-hand side operand \f$ \tau_l \f$.

* @brief Subtract two complex numbers. * * @param z Right-hand operand (subtrahend). * @return Complex difference. */

* @brief Subtract two lattice points \f$ \mathbf{R}^{\mathbf{n}} \f$ and \f$ \mathbf{R}^{\mathbf{m}} \f$. * * @param pt Lattice point \f

* @brief Post-decrement operator decrements the current data index by \f$ 1 \f$. * @return Copy of `this` iterator before decrementing. */