Indice

Information Retrieval project 2013

This page contains some useful information about the Information Retrieval project.

In the project, you will have to develop a Relatedness function, i.e. a function that, given two entities, returns their semantic relatedness. Entities are expressed as Wikipedia pages. For example:

R(Tree, Tree) = 1.0
R(Tree, Leaf) = 0.9
R(Tree, Dart_Vader) = 0.0

Note that TagMe is built upon such a function.

For assisting your development, you are provided with:

Walthrough

We suggest you perform the following steps to get into the environment.

First access

  1. Ask x@y (where x is 'cornolti' and y is 'di.unipi.it') for a username and a password to access ferrax-2.
  2. Log into ferrax-2 with:
    ssh username@ferrax-2.itc.unipi.it
  3. Have a look at the jar libraries that you may need to use:
    ls /home/irproject/*lib*
  4. Note the presence of ir2013project.jar. This jar provides you with two classes:
    irproject.IRProjectHelper
    irproject.IRProjectExperiments

    IRProjectHelper gives you access to the Wikipedia graph, while IRProjectExperiments runs two experiments to test your function.

  5. Check the available ram and the hard disk usage. You have to keep an eye at these values: if they run too low, problems may occur
    free -h
    df -h

My first relatedness function

As our first relatedness function, we will make a dummy one that always returns 0.

  1. Open DummyRel.java with your favorite text editor.
  2. Copy and paste the following code:
    DummyRel.java
    import it.acubelab.tagme.RelatednessMeasure;
     
    public class DummyRel extends RelatednessMeasure {
     
            public DummyRel(String lang) {
                    super(lang);
            }
     
            @Override
            public float rel(int a, int b) {
                    return 0.0f;
            }
     
    }

    Then save and exit.

  3. Make a directory called bin/ to store your compiled files, set an environment variable for the path of the libraries, and compile:
    mkdir bin
    export IRLIB=../irproject/lib/*:../irproject/tagme_libs/*:../irproject/tagme_preproc_lib/*
    javac -cp $IRLIB -d bin/ *.java
  4. Cool. You have made your first relatedness function. Let's test it. Create a Main.java file and paste the following code:
    Main.java
    import it.acubelab.tagme.config.TagmeConfig;
    import it.acubelab.tagme.RelatednessMeasure;
    import irproject.IRProjectExperiments;
     
    public class Main {
            public static void main(String[] args) throws Exception {
                    TagmeConfig.init("/home/irproject/config.xml");
                    String groupName = ""; // Insert your group name here.
                    String groupPw = ""; // Insert your group password here.
                    RelatednessMeasure rel = new DummyRel("en");
                    IRProjectExperiments.launchTagMeExperiment(groupName, groupPw, rel);
                    IRProjectExperiments.launchRelatednessExperiment(groupName, groupPw, rel);
            }
    }
  5. Before testing your relatedness function, let's have a look at the scoreboard page. This page shows the achievements of the other groups. It also shows the baseline given by TagMe.
  6. We are ready to launch. Enter:
    java -cp $IRLIB:./bin Main

    On the first launch, the program will have to query Wikipedia and retrieve some data. Don't worry: this data gets cached, and if you run the program again, the output will be way smaller. Running the program again will generate the following output:

    Results for the Evaluation of TagMe:
    F1:0.524198
    Precision:0.577957
    Recall:0.479590
    Time spent for the annotations:20.935064
    
    Results for the Evaluation of the Relatedness function:
    Quadratic distance:0.369874
    Absolute distance:0.408762

    Look back at the scoreboard page. Your group should have appeared.

Let's have a closer look at these numbers. There are two kinds of results:

You don't really have to care about how the first three numbers are computed (if interested, read here), but keep in mind that the higher those numbers are, the better TagMe is performing. Let's focus on the last two figures. The test of the relatedness function is performed against a dataset of 311 pairs (entity, entity). For each pair, the dataset provides a relatedness found by humans. Your task is to make a relatedness function that computes a relatedness as close as possible to that given by those humans.
Let P be the list of pairs, H(p) the relatedness found by the humans for a pair of entities p, and R(p) the relatedness found by your function for p. The measures we employ are defined as:

In other words, they compute the distance between your and their relatedness, and do an average. Quadratic distance penalizes bigger mistakes more than Absolute distance.

Having a closer look at the results

Add to the end of your main method a line like:

IRProjectExperiments.dumpRelatednessExperiment(groupName, rel);

This will dump, for each pair of entities, the expected relatedness (the one given by humans) and that returned by your function.

Developing your own function

Before starting to implement your function, we suggest to have a glance at a few articles:

Using ''IRProjectHelper''

You can use irproject.IRProjectHelper to access some pre-computed data that you may found useful to develop your function. Note that we do not suggest to limit your scope to these methods: if you need more methods, ask Marco. You may need to implement them!

To use IRProjectHelper, please refer to the javadoc

Submitting your project

The submission will happen on Feb 9, 12:00 am. You have to leave in your home directory a Main.java that runs the experiments with your relatedness function and prints the results. We need to understand from the code how your function works. Please remove all unnecessary data and code from your home directory. If needed, please leave a short README explaining how to produce your results.

You will make a pitch (5min presentation) on Feb 11, 9:30 @ Aula Seminari Ovest, quickly explaining your idea and results.

Final remarks