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Copy pathMvmult_n_unb_var2.m
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Mvmult_n_unb_var2.m
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% Copyright 2023 The University of Texas at Austin
%
% For licensing information see
% http://www.cs.utexas.edu/users/flame/license.html
%
% Programmed by: Anni Liu
% Interpret the function: http://edx-org-utaustinx.s3.amazonaws.com/UT501x/PictureFLAME/PictureFLAME.html
function [ y_out ] = Mvmult_n_unb_var2( A, x, y )
[ AL, AR ] = FLA_Part_1x2( A, ...
0, 'FLA_LEFT' );
[ xT, ...
xB ] = FLA_Part_2x1( x, ...
0, 'FLA_TOP' );
while ( size( AL, 2 ) < size( A, 2 ) )
[ A0, a1, A2 ]= FLA_Repart_1x2_to_1x3( AL, AR, ...
1, 'FLA_RIGHT' );
[ x0, ...
chi1, ...
x2 ] = FLA_Repart_2x1_to_3x1( xT, ...
xB, ...
1, 'FLA_BOTTOM' );
%------------------------------------------------------------%
y = laff_scal(chi1, a1) + y;
%------------------------------------------------------------%
[ AL, AR ] = FLA_Cont_with_1x3_to_1x2( A0, a1, A2, ...
'FLA_LEFT' );
[ xT, ...
xB ] = FLA_Cont_with_3x1_to_2x1( x0, ...
chi1, ...
x2, ...
'FLA_TOP' );
end
y_out = y;
return
% Test the function:
% A = randi([-2,2], 4, 3)
% x = [1
% 2
% 3] or x = [1 2 3]
% y = [0
% 0
% 0
% 0]
% Mvmult_n_unb_var2( A, x, y )