The SOC class.
This class represents a second-order cone constraint, i.e. \|x\|_2 ≤q t.
SOC(t, X, axis = 2, id = NA_integer_) ## S4 method for signature 'SOC' as.character(x) ## S4 method for signature 'SOC' residual(object) ## S4 method for signature 'SOC' get_data(object) ## S4 method for signature 'SOC' format_constr(object, eq_constr, leq_constr, dims, solver) ## S4 method for signature 'SOC' num_cones(object) ## S4 method for signature 'SOC' size(object) ## S4 method for signature 'SOC' cone_sizes(object) ## S4 method for signature 'SOC' is_dcp(object) ## S4 method for signature 'SOC' is_dgp(object) ## S4 method for signature 'SOC' canonicalize(object)
t |
The scalar part of the second-order constraint. |
X |
A matrix whose rows/columns are each a cone. |
axis |
The dimension along which to slice: |
id |
(Optional) A numeric value representing the constraint ID. |
x, object |
A SOC object. |
eq_constr |
A list of the equality constraints in the canonical problem. |
leq_constr |
A list of the inequality constraints in the canonical problem. |
dims |
A list with the dimensions of the conic constraints. |
solver |
A string representing the solver to be called. |
residual: The residual of the second-order constraint.
get_data: Information needed to reconstruct the object aside from the args.
format_constr: Format SOC constraints as inequalities for the solver.
num_cones: The number of elementwise cones.
size: The number of entries in the combined cones.
cone_sizes: The dimensions of the second-order cones.
is_dcp: An SOC constraint is DCP if each of its arguments is affine.
is_dgp: Is the constraint DGP?
canonicalize: The canonicalization of the constraint.
tThe scalar part of the second-order constraint.
XA matrix whose rows/columns are each a cone.
axisThe dimension along which to slice: 1 indicates rows, and 2 indicates columns. The default is 2.
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