The document discusses using the WEKA data mining tool to perform clustering and linear regression analysis on an automotive dataset. It describes loading the dataset into WEKA's Explorer interface and preprocessing the data. For clustering, it uses the SimpleKMeans algorithm to cluster the data into 4 groups. For linear regression, it predicts normalized losses using attribute values as predictors. The document provides an overview of the key steps and features used in WEKA for these common data mining techniques.

1. Data Mining Techniques using WEKA
VINOD GUPTA SCHOOL OF MANAGEMENT, IIT KHARAGPUR
In partial fulfillment
Of the requirements for the degree of
MASTER OF BUSINESS ADMINISTRATION
SUBMITTED BY:
Prashant Menon 10BM60061
VGSOM, IIT KHARAGPUR

2. Introduction to WEKA
WEKA is a collection of open source of many data mining and machine learning
algorithms, including
– pre-processing on data
– Classification:
– clustering
– association rule extraction
• Created by researchers at the University of Waikato in New Zealand
• Java based (also open source).
Main features of WEK
• 49 data preprocessing tools
• 76 classification/regression algorithms
• 8 clustering algorithms
• 15 attribute/subset evaluators + 10 search algorithms for feature selection.
• 3 algorithms for finding association rules
• 3 graphical user interfaces
– “The Explorer” (exploratory data analysis)
– “The Experimenter” (experimental environment)
– “The KnowledgeFlow” (new process model inspired interface)
Weka: Download and Installation
• Download Weka (the stable version) from http://www.cs.waikato.ac.nz/ml/weka/
– Choose a self-extracting executable (including Java VM)

3. – (If one is interested in modifying/extending weka there is a developer version that
includes the source code)
• After download is completed, run the self extracting file to install Weka, and use the
default set-ups.
Weka Application Interfaces
• Explorer
– preprocessing, attribute selection, learning, visualiation
• Experimenter
– testing and evaluating machine learning algorithms
• Knowledge Flow
– visual design of KDD process
– Explorer
• Simple Command-line
A simple interface for typing commands
Weka Functions and Tools
• Preprocessing Filters
• Attribute selection
• Classification/Regression
• Clustering
• Association discovery
• Visualization
Load data file and Preprocessing
• Load data file in formats: ARFF, CSV, C4.5, binary
• Import from URL or SQL database (using JDBC)
• Preprocessing filters
– Adding/removing attributes
– Attribute value substitution
– Discretization
– Time series filters (delta, shift)
– Sampling, randomization
– Missing value management
– Normalization and other numeric transformations
Feature Selection
• Very flexible: arbitrary combination of search and evaluation methods
• Search methods

4. – best-first
– genetic
– ranking ...
• Evaluation measures
– ReliefF
– information gain
– gain ratio
Classification
• Predicted target must be categorical
• Implemented methods
– decision trees(J48, etc.) and rules
– Naïve Bayes
– neural networks
– instance-based classifiers …
• Evaluation methods
– test data set
– crossvalidation
Clustering
• Implemented methods
– k-Means
– EM
– Cobweb
– X-means
– FarthestFirst…
• Clusters can be visualized and compared to “true” clusters (if given)
Regression
• Predicted target is continuous
• Methods
– Linear regression
– Simple Linear Regression
– Neural networks
– Regression trees …
Weka: Pros and cons
Pros
– Open source,
• Free
• Extensible
• Can be integrated into other java packages
– GUIs (Graphic User Interfaces)

5. • Relatively easier to use
– Features
• Run individual experiment, or
• Build KDD phases
Cons
– Lack of proper and adequate documentations
– Systems are updated constantly (Kitchen Sink Syndrome)
3. WEKA data formats
• Data can be imported from a file in various formats:
– ARFF (Attribute Relation File Format) has two sections:
• the Header information defines attribute name, type and relations.
• the Data section lists the data records.
– CSV: Comma Separated Values (text file)
– C4.5: A format used by a decision induction algorithm
C4.5, requires two separated files
• Name file: defines the names of the attributes
• Date file: lists the records (samples)
– binary
• Data can also be read from a URL or from an SQL database (using JDBC)

6. This term paper will demonstrate the following two data mining techniques using
WEKA:
 Clustering (Simple K Means)
 Linear regression
Clustering
Clustering allows a user to make groups of data to determine patterns from the data.
Clustering has its advantages when the data set is defined and a general pattern needs to
be determined from the data. One can create a specific number of groups, depending on
business needs. One defining benefit of clustering over classification is that every
attribute in the data set will be used to analyze the data. A major disadvantage of using
clustering is that the user is required to know ahead of time how many groups he wants to
create. For a user without any real knowledge of his data, this might be difficult. It might
take several steps of trial and error to determine the ideal number of groups to create.
However, for the average user, clustering can be the most useful data mining method one
can use. It can quickly take the entire set of data and turn it into groups, from which one
can quickly make some conclusions.
Data set for WEKA
This data set consists of three types of entities: (a) the specification of an auto in terms of
various characteristics, (b)its assigned insurance risk rating, (c) its normalized losses in
use as compared to other cars. The second rating corresponds to the degree to which the
auto is more risky than its price indicates. Cars are initially assigned a risk factor symbol
associated with its price. Then, if it is more risky (or less), this symbol is adjusted by
moving it up (or down) the scale. A value of +3 indicates that the auto is risky, -3 that it
is probably pretty safe.
The third factor is the relative average loss payment per insured vehicle year. This value
is normalized for all autos within a particular size classification (two-door small, station
wagons, sports/speciality, etc...), and represents the average loss per car per year.
A part of the saved arff file.
@relation autos
@attribute normalized-losses real
@attribute make { alfa-romero, audi, bmw, chevrolet, dodge, honda, isuzu, jaguar, mazda, mercedes-benz, mercury,
mitsubishi, nissan, peugot, plymouth, porsche, renault, saab, subaru, toyota, volkswagen, volvo}
@attribute fuel-type { diesel, gas}
@attribute aspiration { std, turbo}
@attribute num-of-doors { four, two}
@attribute body-style { hardtop, wagon, sedan, hatchback, convertible}
@attribute drive-wheels { 4wd, fwd, rwd}

7. @attribute engine-location { front, rear}
@attribute wheel-base real
@attribute length real
@attribute width real
@attribute height real
@attribute curb-weight real
@attribute engine-type { dohc, dohcv, l, ohc, ohcf, ohcv, rotor}
@attribute num-of-cylinders { eight, five, four, six, three, twelve, two}
@attribute engine-size real
@attribute fuel-system { 1bbl, 2bbl, 4bbl, idi, mfi, mpfi, spdi, spfi}
@attribute bore real
@attribute stroke real
@attribute compression-ratio real
@attribute horsepower real
@attribute peak-rpm real
@attribute city-mpg real
@attribute highway-mpg real
@attribute price real
@attribute symboling { -3, -2, -1, 0, 1, 2, 3}
@data
?,alfa-romero,gas,std,two,convertible,rwd,front,88.6,168.8,64.1,48.8,2548,dohc,four,130,mpfi,3.47,2.68,9,111,5000
,21,27,13495,3
?,alfa-romero,gas,std,two,convertible,rwd,front,88.6,168.8,64.1,48.8,2548,dohc,four,130,mpfi,3.47,2.68,9,111,5000
,21,27,16500,3
?,alfa-romero,gas,std,two,hatchback,rwd,front,94.5,171.2,65.5,52.4,2823,ohcv,six,152,mpfi,2.68,3.47,9,154,5000,
19,26,16500,1
164,audi,gas,std,four,sedan,fwd,front,99.8,176.6,66.2,54.3,2337,ohc,four,109,mpfi,3.19,3.4,10,102,5500,24,30,
13950,2
164,audi,gas,std,four,sedan,4wd,front,99.4,176.6,66.4,54.3,2824,ohc,five,136,mpfi,3.19,3.4,8,115,5500,18,22,17450
,2
?,audi,gas,std,two,sedan,fwd,front,99.8,177.3,66.3,53.1,2507,ohc,five,136,mpfi,3.19,3.4,8.5,110,5500,19,25,15250
,2
158,audi,gas,std,four,sedan,fwd,front,105.8,192.7,71.4,55.7,2844,ohc,five,136,mpfi,3.19,3.4,8.5,110,5500,19,25,
17710,1
?,audi,gas,std,four,wagon,fwd,front,105.8,192.7,71.4,55.7,2954,ohc,five,136,mpfi,3.19,3.4,8.5,110,5500,19,25,
18920,1
158,audi,gas,turbo,four,sedan,fwd,front,105.8,192.7,71.4,55.9,3086,ohc,five,131,mpfi,3.13,3.4,8.3,140,5500,17,
20,23875,1
?,audi,gas,turbo,two,hatchback,4wd,front,99.5,178.2,67.9,52,3053,ohc,five,131,mpfi,3.13,3.4,7,160,5500,16,22,
?,0
192,bmw,gas,std,two,sedan,rwd,front,101.2,176.8,64.8,54.3,2395,ohc,four,108,mpfi,3.5,2.8,8.8,101,5800,23,29,
16430,2
192,bmw,gas,std,four,sedan,rwd,front,101.2,176.8,64.8,54.3,2395,ohc,four,108,mpfi,3.5,2.8,8.8,101,5800,23,29
,16925,0
188,bmw,gas,std,two,sedan,rwd,front,101.2,176.8,64.8,54.3,2710,ohc,six,164,mpfi,3.31,3.19,9,121,4250,21,28,
20970,0
188,bmw,gas,std,four,sedan,rwd,front,101.2,176.8,64.8,54.3,2765,ohc,six,164,mpfi,3.31,3.19,9,121,4250,21,28,
21105,0
?,bmw,gas,std,four,sedan,rwd,front,103.5,189,66.9,55.7,3055,ohc,six,164,mpfi,3.31,3.19,9,121,4250,20,25,24565,
1
?,bmw,gas,std,four,sedan,rwd,front,103.5,189,66.9,55.7,3230,ohc,six,209,mpfi,3.62,3.39,8,182,5400,16,22,30760,0
?,bmw,gas,std,two,sedan,rwd,front,103.5,193.8,67.9,53.7,3380,ohc,six,209,mpfi,3.62,3.39,8,182,5400,16,22,41315
,0

8. ?,bmw,gas,std,four,sedan,rwd,front,110,197,70.9,56.3,3505,ohc,six,209,mpfi,3.62,3.39,8,182,5400,15,20,36880,0
121,chevrolet,gas,std,two,hatchback,fwd,front,88.4,141.1,60.3,53.2,1488,l,three,61,2bbl,2.91,3.03,9.5,48,5100,47,
53,5151,2
98,chevrolet,gas,std,two,hatchback,fwd,front,94.5,155.9,63.6,52,1874,ohc,four,90,2bbl,3.03,3.11,9.6,70,5400,38,43,
6295,1
81,chevrolet,gas,std,four,sedan,fwd,front,94.5,158.8,63.6,52,1909,ohc,four,90,2bbl,3.03,3.11,9.6,70,5400,38,43,
6575,0
118,dodge,gas,std,two,hatchback,fwd,front,93.7,157.3,63.8,50.8,1876,ohc,four,90,2bbl,2.97,3.23,9.41,68,5500
,37,41,5572,1
118,dodge,gas,std,two,hatchback,fwd,front,93.7,157.3,63.8,50.8,1876,ohc,four,90,2bbl,2.97,3.23,9.4,68,5500
,31,38,6377,1
118,dodge,gas,turbo,two,hatchback,fwd,front,93.7,157.3,63.8,50.8,2128,ohc,four,98,mpfi,3.03,3.39,7.6,102,5500
,24,30,7957,1
148,dodge,gas,std,four,hatchback,fwd,front,93.7,157.3,63.8,50.6,1967,ohc,four,90,2bbl,2.97,3.23,9.4,68,5500,
31,38,6229,1
148,dodge,gas,std,four,sedan,fwd,front,93.7,157.3,63.8,50.6,1989,ohc,four,90,2bbl,2.97,3.23,9.4,68,5500,31,
38,6692,1
Clustering in WEKA
Load the data file AUTOS.arff into WEKA using the same steps we used to load data
into the Preprocess tab. Take a few minutes to look around the data in this tab. Look at
the columns, the attribute data, the distribution of the columns, etc. The screen should
look like the figure shown below after loading the data.
With this data set, we are looking to create clusters, so instead of clicking on
the Classify tab, click on the Cluster tab. Click Choose and select SimpleKMeans from
the choices that appear (this will be our preferred method of clustering for this article).
WEKA Explorer window should look like the following figure at this point.

9. Finally, we want to adjust the attributes of our cluster algorithm by
clicking SimpleKMeans (not the best UI design here, but go with it). The only attribute
of the algorithm we are interested in adjusting here is the numClusters field, which tells
us how many clusters we want to create. (Remember, one need to know this before start.)
Let's change the default value of 2 to 4 for now, but keep these steps in mind later if one
wants to adjust the number of clusters created. WEKA Explorer should look like the
following at this point. Click OK to accept these values.

10. At this point, we are ready to run the clustering algorithm. Remember that this much
rows of data with four data clusters would likely take a few hours of computation with a
spreadsheet, but WEKA can spit out the answer in less than a second. The output should
look like the figure shown below.

11. Time taken to build model (full training data) : 0.02 seconds
=== Model and evaluation on training set ===
Clustered Instances
0 60 ( 29%)
1 33 ( 16%)
2 55 ( 27%)
3 57 ( 28%)
Based on the values of cluster centroids as shown in the above figure, we can state the
characteristics of each of the clusters. For explaniantion we are taking Cluster 1 and
Cluster 2
Cluster 2
This group will always look for the premium segment car ‘Peugot’ . Has the larget wheel
base, length, height, curb weight, engine size. As the engine size is inversely proportional
to the mileage , it has the lowest city and high way mileage. It has the highest number of
cylinders.
Compression ratio , horse power, peak rpm all have the highest value which make it a
highest priced Car.
Cluster 1
This group will always look for the ‘VALUE FOR MONEY’ car. It belongs to the mass
segment. As the engine power is inversely proportional to the mileage , we can see it has

12. the highest highway and city mileage and low compression ration, horse power and RPM.
For this segment price is one of the important criteria before buying the car.
The Cluster analysis will help the car company which segment it should target before
start of the new product development/bringing the car into the market.
Visualization of Clustering Results
A more intuitive way to go through the results is to visualize them in the graphical form.
To do so:
 Right click the result in the Result list panel
 Select Visualize cluster assignments
 By setting X-axis variable as Cluster, Y-axis variable as Instance_number and
Color as aspiration, we get the following output:
Here we can see all the clusters (segments) have mixed response to the aspiration.
Similarly we can change the variables in X-axis, Y-axis and color to visualize other aspects of
result. Note that WEKA has generated an extra variable named “Cluster” (not present in
original data) which signifies the cluster membership of various instances. We can save the
output as an arff file by clicking on the save button.
The output file contains an additional attribute cluster for each instance.
Thus besides the value of twenty six attributes for any instance, the output also specifies
the cluster membership for that instance.

13. Creating the regression model with WEKA
To create the model, click on the Classify tab. The first step is to select the model we
want to build, so WEKA knows how to work with the data, and how to create the
appropriate model:
1. Click the Choose button, then expand the functions branch.
2. Select the LinearRegression leaf.
This tells WEKA that we want to build a regression model. As one can see from the other
choices, though, there are lots of possible models to build.This should give a good
indication of how we are only touching the surface of this subject. There is another
choice called SimpleLinearRegression in the same branch. Do not choose this because
simple regression only looks at one variable, and we have six.
The used attributes are as follows:
The used attributes are :
MYCT: machine cycle time in nanoseconds (integer)
MMIN: minimum main memory in kilobytes (integer)
MMAX: maximum main memory in kilobytes (integer)
CACH: cache memory in kilobytes (integer)
CHMIN: minimum channels in units (integer)
CHMAX: maximum channels in units (integer)
PRP: published relative performance (integer) (target variable)
A part of the data file is as follows:
@relation machine_cpu
@attribute MYCT numeric
@attribute MMIN numeric
@attribute MMAX numeric
@attribute CACH numeric
@attribute CHMIN numeric
@attribute CHMAX numeric
@attribute class numeric
@data
125,256,6000,256,16,128,198
29,8000,32000,32,8,32,269
29,8000,32000,32,8,32,220
29,8000,32000,32,8,32,172
29,8000,16000,32,8,16,132
26,8000,32000,64,8,32,318
23,16000,32000,64,16,32,367
23,16000,32000,64,16,32,489
23,16000,64000,64,16,32,636

14. When we've selected the right model, WEKA Explorer should look like the following
figure.
Now that the desired model has been chosen, we have to tell WEKA where the data is
that it should use to build the model. Though it may be obvious to us that we want to use
the data we supplied in the ARFF file, there are actually different options, some more
advanced than what we'll be using. The other three choices are Supplied test set, where
one can supply a different set of data to build the model; Cross-validation, which lets
WEKA build a model based on subsets of the supplied data and then average them out to
create a final model; and Percentage split, where WEKA takes a percentile subset of the
supplied data to build a final model. These other choices are useful with different models,
which we'll see in future articles. With regression, we can simply choose Use training
set. This tells WEKA that to build our desired model, we can simply use the data set we
supplied in our ARFF file.
Finally, the last step to creating our model is to choose the dependent variable (the
column we are looking to predict). We know this should be the Class, since that's what
we're trying to determine. Right below the test options, there's a combo box that lets us
choose the dependent variable. The column Class should be selected by default. If it's
not, please select it.
Now we are ready to create our model. Click Start. The following figure shows what the
output should look like.
=== Run information ===
Scheme: weka.classifiers.functions.LinearRegression -S 0 -R 1.0E-8

15. Relation: machine_cpu
Instances: 209
Attributes: 7
MYCT
MMIN
MMAX
CACH
CHMIN
CHMAX
class
Test mode: evaluate on training data
=== Classifier model (full training set) ===
Linear Regression Model
class =
0.0491 * MYCT +
0.0152 * MMIN +
0.0056 * MMAX +
0.6298 * CACH +
1.4599 * CHMAX +
-56.075
Time taken to build model: 0 seconds

16. === Evaluation on training set ===
=== Summary ===
Correlation coefficient 0.93
Mean absolute error 37.9748
Root mean squared error 58.9899
Relative absolute error 39.592 %
Root relative squared error 36.7663 %
Total Number of Instances 209
Here class represents PRP(Published Relative Performance)
Interpreting the regression model
It puts the regression model right there in the output, as shown in Listing below:
Class(PRP) = 0.0491 * MYCT + 0.0152 * MMIN + 0.0056 * MMAX + 0.6298 *
CACH + 1.4599 * CHMAX -56.075
Listing 2 shows the results, plugging in the values for my house.
Listing 2. PRP value using regression model
Class(PRP)= 0.0491 * 29 + 0.0152 * 8000 + .0056 * 32000 + .6298 * 32 + 1.4599 * 32 –
56.075
 PRP= 1.4239 + 121.6 + 179.2 + 20.1536 + 46.7168-56.075
 PRP = 313.0193

17. However, looking back to the top of the article, data mining isn't just about outputting
a single number: It's about identifying patterns and rules. It's not strictly used to
produce an absolute number but rather to create a model that lets us detect patterns,
predict output, and come up with conclusions backed by the data
Minimum channel units doesn't matter — WEKA will only use columns that
statistically contribute to the accuracy of the model (measured in R-squared). It will
throw out and ignore columns that don't help in creating a good model. So this
regression model is telling us that minimum channels doesn't affect PRP.
We can also visualize the classifier error i.e. those instances which are wrongly
predicted by regression equation by right clinking on the result set in the Result list
panel and selecting Visualize classifier errors.
The X-axis has Price (actual) and the Y-axis has Predicted Price.