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graph_based.py
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138 lines (127 loc) · 3.7 KB
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import numpy as np
import sys
import matplotlib.pyplot as plt
from skimage import io
from graph import build_graph, segment_graph
from smooth_filter import gaussian_grid, filter_image
from random import randint
def initl( idx, qrank,maxMST,n):
for i in range(0,n):
idx.append(i);
qrank.append(1);
maxMST.append(0)
#Disjoint_Set_Union
def findparent(idx, u):
if (idx[u]==u):
return u
idx[u]=findparent(idx,idx[u]); #Path Compression
return idx[u];
def qunion(idx,qrank,maxMST,w,u,v):
p1=findparent(idx,u);
p2=findparent(idx,v);
if (p1==p2):
return ;
elif(qrank[p1]<=qrank[p2]):
idx[p1]=p2;qrank[p2]+=qrank[p1];
maxMST[p2]=w
else:
idx[p2]=p1;qrank[p1]+=qrank[p2];
maxMST[p1]=w
def isconnected( idx, u, v):
p1=findparent(idx,u);
p2=findparent(idx,v);
if (p1==p2):
return True;
else:
return False;
#Building-4-connected-graph
def compute_edges(edges,data,row,col,layer):
for i in range(0,row):
for j in range(0,col):
weight=0
if i==0 and j!=0:
for p in range(0,layer):
weight+=(int(data[i][j][p])-int(data[i][j-1][p]))**2
edges.append([weight,j,j-1])
elif i!=0 and j==0:
for p in range(0,layer):
weight+=(int(data[i][j][p])-int(data[i-1][j][p]))**2
edges.append([weight,col*i,col*(max(0,i-1)) ])
elif i!=0 and j!=0:
for p in range(0,layer):
weight+=(int(data[i][j][p])-int(data[i-1][j][p]))**2
edges.append([weight,col*(i)+j,col*(max(0,i-1))+j ])
weight=0
for p in range(0,layer):
weight+=(int(data[i][j][p])-int(data[i][j-1][p]))**2
edges.append([weight,col*(i)+j,col*(i)+j-1 ])
#computing_segmented_image
def graph_based(data,k,m,edges,idx,qrank,maxMST,minsize):
n=len(edges)
count=0
for i in range(0,n):
if isconnected(idx,edges[i][1],edges[i][2])==False:
p1=findparent(idx,edges[i][1])
p2=findparent(idx,edges[i][2])
t1=maxMST[p1] + ( k/qrank[p1] )
t2=maxMST[p2] + ( k/qrank[p2] )
if edges[i][0]<min(t1,t2):
count+=1
qunion(idx,qrank,maxMST,edges[i][0],edges[i][1],edges[i][2])
print count,n
for i in range(0,n):
p1=findparent(idx,edges[i][1])
p2=findparent(idx,edges[i][2])
if p1!=p2:
if qrank[p1]<minsize or qrank[p2]<minsize:
qunion(idx,qrank,maxMST,edges[i][0],edges[i][1],edges[i][2])
for i in range(0,m):
idx[i]=findparent(idx,i)
idxset=idx
idxset=set(idxset);idxset=list(idxset);nset=len(idxset)
maps1=dict();maps2=dict();maps3=dict();maps4=dict();
print "no of regions found",nset
for i in range(0,nset):
maps1[idxset[i]]=0
maps2[idxset[i]]=0
maps3[idxset[i]]=0
maps4[idxset[i]]=0
for i in range(0,m):
maps1[idx[i]]+=data[i][0]
maps2[idx[i]]+=data[i][1]
maps3[idx[i]]+=data[i][2]
maps4[idx[i]]+=1
for i in range(0,m):
data[i][0]=maps1[idx[i]]/maps4[idx[i]]
data[i][1]=maps2[idx[i]]/maps4[idx[i]]
data[i][2]=maps3[idx[i]]/maps4[idx[i]]
return data
def graph_based_seg(data,minsize,k,sigma):
m=int();idx=list();qrank=list();edges=list();maxMST=list()
layer=1
print "Graph_based run"
row=data.shape[0]
col=data.shape[1]
if len(data.shape)==3:
layer=data.shape[2]
m=row*col
#Applying_Gaussian_Filter
data=data.reshape(m,layer)
r=data[:,0];r=r.reshape(m,1)
g=data[:,1];g=g.reshape(m,1)
b=data[:,2];b=b.reshape(m,1)
grid = gaussian_grid(sigma)
r=filter_image(r,grid);r=r.reshape(1,m)
g=filter_image(g,grid);g=g.reshape(1,m)
b=filter_image(b,grid);b=b.reshape(1,m)
data[:,0]=r
data[:,1]=g
data[:,2]=b
data=data.reshape(row,col,layer)
initl(idx,qrank,maxMST,m)
compute_edges(edges,data,row,col,layer)
edges.sort()
data=data.reshape(m,layer)
data=graph_based(data,k,m,edges,idx,qrank,maxMST,minsize)#segmentating
data=data.reshape(row,col,layer)
return data