This class represents the sum of squared entries in X divided by a scalar y, $$\sum_{i,j} X_{i,j}^2/y$$.

allow_complex(object)

to_numeric(object, values)

validate_args(object)

dim_from_args(object)

sign_from_args(object)

is_atom_convex(object)

is_atom_concave(object)

is_atom_log_log_convex(object)

is_atom_log_log_concave(object)

is_incr(object, idx)

is_decr(object, idx)

is_qpwa(object)

.domain(object)

Arguments

x

An Expression or numeric matrix.

y

A scalar Expression or numeric constant.

object

values

A list of numeric values for the arguments

idx

An index into the atom.

Methods (by generic)

• allow_complex(QuadOverLin): Does the atom handle complex numbers?

• to_numeric(QuadOverLin): The sum of the entries of x squared over y.

• validate_args(QuadOverLin): Check the dimensions of the arguments.

• dim_from_args(QuadOverLin): The atom is a scalar.

• sign_from_args(QuadOverLin): The atom is positive.

• is_atom_convex(QuadOverLin): The atom is convex.

• is_atom_concave(QuadOverLin): The atom is not concave.

• is_atom_log_log_convex(QuadOverLin): Is the atom log-log convex?

• is_atom_log_log_concave(QuadOverLin): Is the atom log-log concave?

• is_incr(QuadOverLin): A logical value indicating whether the atom is weakly increasing in argument idx.

• is_decr(QuadOverLin): A logical value indicating whether the atom is weakly decreasing in argument idx.

• is_qpwa(QuadOverLin): Quadratic of piecewise affine if x is piecewise linear and y is constant.

• .domain(QuadOverLin): Returns constraints describing the domain of the node