Given (A, b) in view, select the rows corresponding to the elements of the expression being indexed. Supports an arbitrary number of

Does the problem satisfy DCP rules? Arguments --------- dpp : bool, optional If True, enforce the disciplined par

Does the problem satisfy the DQCP rules?

Is the expression nonnegative?

Swaps the values of \c *this and \a other. * Overloaded for performance: this version performs a \em shallow swap by swapping pointers and attri

Convert to CSC format (stacked) for compatibility.

Does the problem satisfy DGP rules? Arguments --------- dpp : bool, optional If True, enforce the disciplined par

Checks the analytical adjoint derivative against a numerical computation.

The expression is a disciplined parameterized expression.

Checks the analytical derivative against a numerical computation.

Convert to CSR format (stacked) for compatibility.

Given (A, b) in view, permute the rows such that they correspond to the transposed expression with arbitrary axis permutation.

Partially optimizes the given problem over the specified variables. Either opt_vars or dont_opt_vars must be given. If both are given, they m

Apply 'func' to A and b. If 'func' is a parameter free function, then we can apply it to all parameter slices (including the

Returns a solution to the original problem given the inverse_data.

Indexes/slices an operator. Parameters ---------- operator : LinOp The expression to index. keys : tuple (row slice,

\brief Reports whether previous computation was successful. * * \returns \c Success if computation was successful, * \c Num

Is the composition non-decreasing in argument idx?

Default is empty list of Variables.

Flattens the matrix X into a 1-d array. Parameters ---------- X : Expression or numeric constant The matrix to flatten. order

Set of cone constraint types required after canonicalization. Parameters ---------- quad_obj : bool If True, excl

Is the expression concave?

Is the expression a positive semidefinite matrix?

Leaf nodes are always quadratic.

Is the expression quasiconcave?

Is the Leaf complex valued?

Is the expression quaisconvex?

Override in subclasses.

Is the expression negative?

Only plain matrices/arrays, not expressions, may be resized; therefore the only useful resize methods are * Matrix::resize() and Array::resize()

Updates the problem state given a Solution. Updates problem.status, problem.value and value of primal and dual variables. If solution

\brief Returns the x-translation by value. **/

* Returns a vector containing the sparse matrix mat * * NB: This function takes ownership of mat! */

The name of the solver.

Accessor method for parameters. Returns ------- list of :class:`~cvxpy.expressions.constants.parameter.Parameter`