MATLAB: Getting an error as “??? Error using ==> horzcat CAT arguments dimensions are not consistent” in the offline signature verification code below.

In this error found in offline signature verification system code, when iam comparing a scaned signature image to the database image, the relative code will be as follows..
Error code:
function [aspect_ratio ,abs_height1 , abs_width ,gri_featu, z4]=create_template(namefile,pathname)
% function [cx,cy] =normal(j1,x,y);
% j=imread('D:\ProgramC\matlab\SIG_WORK\image\user10_image.bmp');
% j=imresize(j,[256 400]);
% j=fc(end:2:1,end:2:1);
namefile1=[pathname namefile];
j = imread(namefile1);
 figure,imshow(j);
% p=logical(j);
[x,y]=size(j);
r_one=ones(x,10).*256;      
c_one=ones(10,y+10).*256;
j=[r_one,j];               %mainly error found in this line
j=[c_one;j];
[x,y]=size(j);
figure,imshow(j);
% r_one=ones(x,1).*256;
% c_one=ones(1,y+1).*256;
% j=[r_one,j];
% j=[c_one;j];
cx=x/2;
cy=y/2;
h=[cx,cy];
% xmean=double(sum(sum(j(cx,:))))/cy
% ymean=double(sum(sum(j(:,cy))))/cx
% p=j(cx,:)
% v=p(:)-xmean
% summa1=0;
% for i=1:1:y
%     summa1=summa1+((j(cx,:)-xmean)).^2
% end
v=j(round(cx),:);
% m=double(v(cy:y));
xmean=sum(v(:))/y;
% l2=m(:);
% l3=length(l2);
v1=j(:,round(cy));
% m1=double(v1(cx:x));
% l4=length(m1);
ymean=double(sum(v1(:))/x);
p=double(v-xmean);
p1=p().^2;
summa1=0;
for i=1:1:y
    summa1=summa1+p1(i);
end
t1=summa1;
j1=double(v1-ymean);
u=zeros(y-x,1);
j1=[j1;u];
p2=j1().^2;
summa2=0;
for d=1:1:x
    summa2=summa2+p2(d);
end
t2=summa2;
q0=p(:).*j1;
summa3=0;
for q=1:1:y
    summa3=summa3+q0(q);
end
t3=summa3;
k1=acosd((1/(2^0.5))*(abs(1+(t1-t2))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k2=acosd(-(1/(2^0.5))*(abs(1+(t1-t2))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k3=-acosd((1/(2^0.5))*(abs(1+(t1-t2))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k4=-acosd(-(1/(2^0.5))*(abs(1+(t1-t2))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k5=acosd((1/(2^0.5))*(abs(1+(t2-t1))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k6=acosd(-(1/(2^0.5))*(abs(1+(t2-t1))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k7=-acosd((1/(2^0.5))*(abs(1+(t2-t1))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
k8=-acosd(-(1/(2^0.5))*(abs(1+(t2-t1))/(t1^2+4*t3^2-2*t1*t2+t2^2)^0.5)^0.5);
f1=(cos(angle(k1)))^2*t1+2*cos(angle(k1))*sin(angle(k1))*t3+(sin(angle(k1)))^2*t2;
f2=(cos(angle(k2)))^2*t1+2*cos(angle(k2))*sin(angle(k2))*t3+(sin(angle(k2)))^2*t2;
f3=(cos(angle(k3)))^2*t1+2*cos(angle(k3))*sin(angle(k3))*t3+(sin(angle(k3)))^2*t2;
f4=(cos(angle(k4)))^2*t1+2*cos(angle(k4))*sin(angle(k4))*t3+(sin(angle(k4)))^2*t2;
f5=(cos(angle(k5)))^2*t1+2*cos(angle(k5))*sin(angle(k5))*t3+(sin(angle(k5)))^2*t2;
f6=(cos(angle(k6)))^2*t1+2*cos(angle(k6))*sin(angle(k6))*t3+(sin(angle(k6)))^2*t2;
f7=(cos(angle(k7)))^2*t1+2*cos(angle(k7))*sin(angle(k7))*t3+(sin(angle(k7)))^2*t2;
f8=(cos(angle(k8)))^2*t1+2*cos(angle(k8))*sin(angle(k8))*t3+(sin(angle(k8)))^2*t2;
if (f1>=f3&f1>=f2&f1>=f4&f1>=f5&f1>=f6&f1>=f7&f1>=f8)
    if(k1<k2&k1<k3&k1<k4&k1<k6&k1<k7&k1<k8)
l0=[cosd(angle(k1)) sind(angle(k1)) 0
    -sind(angle(k1)) cosd(angle(k1)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
figure,imshow(transformedim);
% % else 
%   l0=[cosd(angle(k2)) sind(angle(k2)) 0
%     -sind(angle(k2)) cosd(angle(k2)) 0
%     0 0 1];

 %trform=maketform('affine',l0)
% 

 %tformfwd([cx cy],trform);
 %transformedim=imtransform(j,trform);
 %figure,imview(transformedim);
    end
end
if (f2>=f3&f2>=f1&f2>=f4&f2>=f5&f2>=f6&f2>=f7&f2>=f8)
    if (k2<k1&k2<k3&k2<k4&k2<k5&k2<k7&k2<k8)
l0=[cosd(angle(k2)) sind(angle(k2)) 0
    -sind(angle(k2)) cosd(angle(k2)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
figure,imshow(transformedim); 
    end
end
% % % else

%     l0=[cosd(angle(k4)) sind(angle(k4)) 0
%     -sind(angle(k4)) cosd(angle(k4)) 0
%     0 0 1];
% trform=maketform('affine',l0)
% 
% tformfwd([cx cy],trform);
% transformedim=imtransform(j,trform);
% figure,imview(transformedim);





% % %     end

% % % end

if(f3>=f2&f3>=f1&f3>=f4&f3>=f5&f3>=f6&f3>=f7&f3>=f8)
    if (k3<k2&k3<k1&k3<k4&k3<k5&k3<k6&k3<k8)
l0=[cosd(angle(k3)) sind(angle(k3)) 0
    -sind(angle(k3)) cosd(angle(k3)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
figure,imshow(transformedim); 
    end
end
% % % else
% % %     l0=[cosd(angle(k6)) sind(angle(k6)) 0
% % %     -sind(angle(k6)) cosd(angle(k6)) 0
% % %     0 0 1];
% % % trform=maketform('affine',l0)
% % % 
% % % tformfwd([cx cy],trform);
% % % transformedim=imtransform(j,trform);
% % % figure,imview(transformedim);
% % %     end
% % % end
if (f4>=f2&f4>=f1&f4>=f3&f4>=f5&f4>=f6&f4>=f7&f4>=f8)
    if (k4<k2&k4<k3&k4<k5&k4<k6&k4<k7&k4<k1)
    l0=[cosd(angle(k4)) sind(angle(k4)) 0
    -sind(angle(k4)) cosd(angle(k4)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
% figure,imview(transformedim);
    end
end
if (f5>=f2&f5>=f1&f5>=f3&f5>=f4&f5>=f6&f5>=f7&f5>=f8)
    if (k5<k2&k5<k3&k5<k4&k5<k6&k5<k7&k5<k8)
        l0=[cosd(angle(k5)) sind(angle(k5)) 0
    -sind(angle(k5)) cosd(angle(k5)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
% figure,imview(transformedim);
    end
end
    if (f6>=f2&f6>=f1&f6>=f3&f6>=f4&f6>=f5&f6>=f7&f6>=f8)
    if (k6<k1&k6<k3&k6<k4&k6<k5&k6<k7&k6<k8)
      l0=[cosd(angle(k6)) sind(angle(k6)) 0
    -sind(angle(k6)) cosd(angle(k6)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
% figure,imview(transformedim);
    end
    end
  if (f7>=f2&f7>=f1&f7>=f3&f7>=f4&f7>=f5&f7>=f6&f7>=f8)
    if (k7<k1&k7<k2&k7<k4&k7<k5&k7<k6&k7<k8)
      l0=[cosd(angle(k7)) sind(angle(k7)) 0
    -sind(angle(k7)) cosd(angle(k7)) 0
    0 0 1];
trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
% figure,imview(transformedim);
    end
    end
    if (f8>=f2&f8>=f1&f8>=f3&f8>=f4&f8>=f5&f8>=f7&f8>=f6)
      if (k8<k1&k8<k3&k8<k2&k8<k5&k8<k7&k8<k6)
        l0=[cosd(angle(k8)) sind(angle(k8)) 0
      -sind(angle(k8)) cosd(angle(k8)) 0
      0 0 1];
  trform=maketform('affine',l0);
tformfwd([cx cy],trform);
transformedim=imtransform(j,trform);
% figure,imview(transformedim);
    end
  end
  figure,imshow(transformedim);
  h01=double(transformedim);
% h1=houghl(h01);
% figure(4),imshow(h1,[]);
  [h0,t]=edge(transformedim,'roberts',0.00001,'horizontal');
 h1= im2double(h0);
  h2=fspecial('gaussian',2,15);
 h3=imfilter(h1,h2,'replicate');
 h4=im2bw(h1,0.00001*graythresh(h3));
 fth=bwmorph(h4,'skel',5);
%     z1=skelztn(h4);
%     fth=bwmorph(h4,'thin',inf);
    z2=double(imcomplement(fth));
    z3=h01()-z2();
    z3=logical(z3);
    z4=bwmorph(z3,'spur',inf);
    z4=mat2gray(double(z4));
    z4(:,2:12)=[];
    z4(1:23,:)=[];
    [x1,y1]=size(z4);
%     se=strel('disk',1);
%     fo=imopen(z4,se);
%     fclo=imclose(fo,se);
     %     z1=skelztn(z3);
%     z4=xor(z1,z3);
        figure,imshow(z4);
%         z5=cutboarder(z4);
%       figure(6),imview(z5);   
%        
%     z7=cooccurencemat(z4,2,-1,0);
%%%%%%***GlobalFeatures***%%%%%%%%%
for i1=1:1:x1
    for d1=1:1:y1
     if z4(i1,d1)==0
         s1=i1;
         r1=d1;
         break
     end
    end
end
for i2=x1:-1:1
    for d2=1:1:y1
     if z4(i2,d2)==0
         s2=i2;
         r2=d2;
         break;
     end
    end
end
height=s1-s2;
for d3=1:1:y1
    for i3=1:1:x1
     if z4(i3,d3)==0
         s3=d3;
         r3=i3;
         break
     end
    end
end
    for d4=y1:-1:1
    for i4=1:1:x1
     if z4(i4,d4)==0
         s4=d4;
         r4=i4;
         break
     end
    end
    end
width_norma=s3-s4;
aspect_ratio=height/width_norma;
sum_z4=sum(sum(z4));
black_area=(x1*y1)-sum_z4;
count=0;
for c1=s2:1:x1
    if z4(c1,r2)==0
        count=count+1;
    end
end
abs_height1=count;
count1=0;
for c2=s3:1:y1
    if z4(r3,s3)==0
        count1=count1+1;
    end
end
abs_width=count1;
%     z7=cooccurencemat(z4,4,1,0);
% **** grid features********
j=logical(j);
fs1=j(1:x/2,:);
fs2=j(:,1:y/2);
[xf1,yf1]=size(fs1);
 sum_fs1=sum(sum(fs1));
no_black1=(xf1*yf1)-sum_fs1;
% Fs2=J(:,1:Y/2);
[xf2,yf2]=size(fs2);
sum_fs2=sum(sum(fs2));
no_black2=(xf2*yf2)-sum_fs2;
fs3=fs1(1:xf1/2,:);
[xf3,yf3]=size(fs3);
sum_fs3=sum(sum(fs3));
no_black3=(xf3*yf3)-sum_fs3;
fs4=fs1(:,1:yf1/2);
[xf4,yf4]=size(fs4);
sum_fs4=sum(sum(fs4));
no_black4=(xf4*yf4)-sum_fs4;
fs5=fs2(1:xf2/2,:);
[xf5,yf5]=size(fs5);
sum_fs5=sum(sum(fs5));
no_black5=(xf5*yf5)-sum_fs5;
fs6=fs2(:,1:yf2/2);
[xf6,yf6]=size(fs6);
sum_fs6=sum(sum(fs6));
no_black6=(xf6*yf6)-sum_fs6;
fs7=fs3(1:xf3/2,:);
[xf7,yf7]=size(fs7);
sum_fs7=sum(sum(fs7));
no_black7=(xf7*yf7)-sum_fs7;
fs8=fs3(:,1:yf3/2);
[xf8,yf8]=size(fs8);
sum_fs8=sum(sum(fs8));
no_black8=(xf8*yf8)-sum_fs8;
fs9=fs4(1:xf4/2,:);
[xf9,yf9]=size(fs9);
sum_fs9=sum(sum(fs9));
no_black9=(xf9*yf9)-sum_fs9;
fs10=fs4(:,1:yf4/2);
[xf10,yf10]=size(fs10);
sum_fs10=sum(sum(fs10));
no_black10=(xf10*yf10)-sum_fs10;
 gri_featu=[no_black1,no_black2,no_black3,no_black4,no_black5,no_black6,no_black7,no_black8,no_black9,no_black10];  
   clc;
  %  save('template file', 'aspect_ratio','abs_height1','abs_width','gri_featu','z4')
MATLAB: Getting an error as “??? Error using ==> horzcat CAT arguments dimensions are not consistent” in the offline signature verification code below.

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