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require’sass/tree/node’

module Sass::Tree
# A static node representing an expression involving a placeholder for a SassScript
# function.
#
# @see \{Sass::Script::Functions}
# @see \{Sass::Script::Literal::Placeholder}
class PlaceholderNode String}] the placeholder for this placeholder node
attr_accessor :placeholder

# Create a placeholder node.
#
# @param options [{Symbol => Object}] additional options
# @param parent [Sass::Tree::Node] parent node
# @param literal [Sass::Script::Literal] literal node
def initialize(options = {}, parent, literal)
options = options.merge(:filename => literal.value)

super options, parent, literal

@placeholder = literal.value
end
end
end
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#function [c] = cov(a,b,block)
%COV compute the singular value decomposition of A.B
% [C,S,V] = COV(A,B) computes the pseudo-inverse of
% the singular value decomposition of A.B
%
% COV(A,B) returns the SVD decomposition of A.B, i.e.
% S*A*V = B.
%
% COV(A,B) is less-efficient than COVFIND(A,B), which is an SVD
% directly applied to A.B. However, COV is useful as a “cheap”
% correction to a COVFIND, as COVFIND is usually slow to compute.
%
% A, B are matrices of the same size, and the return values are
% stored column-wise.
%
% Example
% A = randn(100,10);
% B = rrandn(100,10);
% [A,S,V] = cov(A,B);
%
% See also COVFIND, COVFIND, COV, SVD.

if nargin < 2 || isempty(block)
block = 0;
end
a = a(:);
b = b(:);
if nargin < 3 || isempty(block)
% nothing to do.
c = [];
return;
end

s = zeros(1,min(size(a),size(b)));
s(size(a) < size(b)) = 1; % the diagonal entries from A.B
[m,n] = size(s);
if (n==0)
% in case n=0, only one of A or B is nonzero
c = s'*a'*b;
elseif (m==0)
%

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