Update matfaust.factparams.ParamsHierarchical to take into account the pos and...

Update matfaust.factparams.ParamsHierarchical to take into account the pos and normalized parameters when setting the hierarchical algorithm configuration (it allows to not follow the default configurations of proxs).

The same was done for PALM4MSA in 01981e47.

wrapper/matlab/+matfaust/+factparams/@ParamsHierarchical/ParamsHierarchical.m

@@ -141,24 +141,26 @@ classdef ParamsHierarchical < matfaust.factparams.ParamsFact
 			mex_constraints = cell(2, this.num_facts-1);
 			M_is_single = strcmp('single', class(M));
 			is_single = @(mat) strcmp('single', class(mat));
-			%mex_fact_constraints = cell(1, this.num_facts-1)
+			% main factors constraints
 			for i=1:this.num_facts-1
 				cur_cell = cell(1, 4);
 				cur_cell{1} = this.constraints{i}.name.conv2str();
 				cur_cell{2} = this.constraints{i}.param;
 				cur_cell{3} = this.constraints{i}.num_rows;
 				cur_cell{4} = this.constraints{i}.num_cols;
-				%mex_fact_constraints{i} = cur_cell;
+				cur_cell{5} = this.constraints{i}.normalized;
+				cur_cell{6} = this.constraints{i}.pos;
 				mex_constraints{1,i} = cur_cell;
 			end
-			%mex_residuum_constraints = cell(1, this.num_facts-1)
+			% residual factors constraints
 			for i=1:this.num_facts-1
 				cur_cell = cell(1, 4);
 				cur_cell{1} = this.constraints{i+this.num_facts-1}.name.conv2str();
 				cur_cell{2} = this.constraints{i+this.num_facts-1}.param;
 				cur_cell{3} = this.constraints{i+this.num_facts-1}.num_rows;
 				cur_cell{4} = this.constraints{i+this.num_facts-1}.num_cols;
-				%mex_residuum_constraints{i} = cur_cell;
+				cur_cell{5} = this.constraints{i+this.num_facts-1}.normalized;
+				cur_cell{6} = this.constraints{i+this.num_facts-1}.pos;
 				mex_constraints{2,i} = cur_cell;
 			end
 			% verify ConstraintMat type consistency with the factorized matrix