Seeing the Big Picture
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1 Seeing the Big Picture Segmenting Images to Create Data x The Analytics Edge
2 Image Segmentation Divide up digital images to salient regions/clusters corresponding to individual surfaces, objects, or natural parts of objects Clusters should be uniform and homogenous with respect to certain characteristics (color, intensity, texture) Goal: Useful and analyzable image representation x Seeing the Big Picture: Segmenting Images to Create Data 1
3 Wide Applications Medical Imaging Locate tissue classes, organs, pathologies and tumors Measure tissue/tumor volume Object Detection Detect facial features in photos Detect pedestrians in footages of surveillance videos Recognition tasks Fingerprint/Iris recognition x Seeing the Big Picture: Segmenting Images to Create Data 2
4 Various Methods Clustering methods Partition image to clusters based on differences in pixel colors, intensity or texture Edge detection Based on the detection of discontinuity, such as an abrupt change in the gray level in gray-scale images Region-growing methods Divides image into regions, then sequentially merges sufficiently similar regions x Seeing the Big Picture: Segmenting Images to Create Data 3
5 In this Recitation Review hierarchical and k-means clustering in R Restrict ourselves to gray-scale images Simple example of a flower image (flower.csv) Medical imaging application with examples of transverse MRI images of the brain (healthy.csv and tumor.csv) Compare the use, pros and cons of all analytics methods we have seen so far x Seeing the Big Picture: Segmenting Images to Create Data 4
6 Grayscale Images Image is represented as a matrix of pixel intensity values ranging from 0 (black) to 1 (white) For 8 bits/pixel (bpp), 256 color levels 7 pixels pixels x Seeing the Big Picture: Segmenting Images to Create Data 5
7 Grayscale Image Segmentation Cluster pixels according to their intensity values Intensity Vector of size n = 7x7 7 pixels Pairwise distances n(n-1)/ x Seeing the Big Picture: Segmenting Images to Create Data 6
8 Dendrogram Example ABCDEF Cluster Level 5 BCDEF Level 4 Distance between clusters BCDEF and BC DEF Level 3 BC DE Level 2 Data Observations A B C D E F Level x Seeing the Big Picture: Segmenting Images to Create Data 7
9 Dendrogram Example ABCDEF Level 5 2 clusters A, BCDEF BCDEF Level 4 COARSER 3 clusters A, BC, DEF 4 clusters A, BC, DE, F BC DE DEF Level 3 Level 2 D E Level 1 A B C F x Seeing the Big Picture: Segmenting Images to Create Data 8
10 Dendrogram Example ABCDEF Level 5 BCDEF Level 4 DEF Level 3 BC DE Level 2 D E Level 1 A B C F x Seeing the Big Picture: Segmenting Images to Create Data 9
11 Flower Dendrogram 2 clusters 3 clusters 4 clusters x Predictive Diagnosis: Discovering Patterns for Disease Detection 10
12 k-means Clustering The k-means clustering aims at partitioning the data into k clusters in which each data point belongs to the cluster whose mean is the nearest k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster 3. Compute cluster centroids 4. Re-assign each point to the closest cluster centroid 5. Re-compute cluster centroids 6. Repeat 4 and 5 until no improvement is made x Seeing the Big Picture: Segmenting Images to Create Data 11
13 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k k = x Seeing the Big Picture: Segmenting Images to Create Data 12
14 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster k = x Seeing the Big Picture: Segmenting Images to Create Data 13
15 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster k = x Seeing the Big Picture: Segmenting Images to Create Data 14
16 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster k = x Seeing the Big Picture: Segmenting Images to Create Data 15
17 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster 3. Compute cluster centroids 4. Re-assign each point to the closest cluster centroid k = x Seeing the Big Picture: Segmenting Images to Create Data 16
18 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster 3. Compute cluster centroids 4. Re-assign each point to the closest cluster centroid k = x Seeing the Big Picture: Segmenting Images to Create Data 17
19 k-means Clustering k-means Clustering Algorithm 1. Specify desired number of clusters k 2. Randomly assign each data point to a cluster 3. Compute cluster centroids 4. Re-assign each point to the closest cluster centroid 5. Re-compute cluster centroids 6. Repeat 4 and 5 until no improvement is made k = x Seeing the Big Picture: Segmenting Images to Create Data 18
20 First Taste of a Fascinating Field MRI image segmentation is subject of ongoing research k-means is a good starting point, but not enough Advanced clustering techniques such as the modified fuzzy k-means (MFCM) clustering technique Packages in R specialized for medical image analysis x Seeing the Big Picture: Segmenting Images to Create Data 19
21 3D Reconstruction 3D reconstruction from 2D cross sectional MRI images MRI image removed due to copyright restrictions. Important in the medical field for diagnosis, surgical planning and biological research x Seeing the Big Picture: Segmenting Images to Create Data 20
22 Comparison of Methods Linear Regression Logistic Regression Used For Pros Cons Predicting a continuous outcome (salary, price, number of votes, etc.) Predicting a categorical outcome (Yes/No, Sell/ Buy, Accept/Reject, etc.) Simple, well recognized Works on small and large datasets Computes probabilities that can be used to assess confidence of the prediction Assumes a linear relationship Y = a log(x)+b Assumes a linear relationship x Seeing the Big Picture: Segmenting Images to Create Data 21
23 Comparison of Methods CART Used For Pros Cons Predicting a categorical outcome (quality rating 1--5, Buy/Sell/Hold) or a continuous outcome (salary, price, etc.) Can handle datasets without a linear relationship Easy to explain and interpret May not work well with small datasets Random Forests Same as CART Can improve accuracy over CART Many parameters to adjust Not as easy to explain as CART x Seeing the Big Picture: Segmenting Images to Create Data 22
24 Comparison of Methods Hierarchical Clustering k-means Clustering Used For Pros Cons Finding similar groups Clustering into smaller groups and applying predictive methods on groups Same as Hierarchical Clustering No need to select Hard to use with number of large datasets clusters a priori Visualize with a dendrogram Works with any dataset size Need to select number of clusters before algorithm x Seeing the Big Picture: Segmenting Images to Create Data 23
25 MIT OpenCourseWare Analytics Edge Spring 2017 For information about citing these materials or our Terms of Use, visit:
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