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Chapter 10
Performance Evaluation of Language Analysers [#]

When you can measure what you are speaking about, and express it in numbers, you know something about it; but when you cannot measure it, when you cannot express it in numbers, your knowledge is of a meager and unsatisfactory kind: it may be the beginning of knowledge, but you have scarcely in your thoughts advanced to the stage of science. (Kelvin)

Not everything that counts can be counted, and not everything that can be counted counts. (Einstein)

GATE provides a variety of tools for automatic evaluation. The Annotation Diff tool compares two annotation sets within a document. Corpus QA extends Annotation Diff to an entire corpus. The Corpus Benchmark tool also provides functionality for comparing annotation sets over an entire corpus. Additionally, two plugins cover similar functionality; one implements inter-annotator agreement, and the other, the balanced distance metric.

These tools are particularly useful not just as a final measure of performance, but as a tool to aid system development by tracking progress and evaluating the impact of changes as they are made. Applications include evaluating the success of a machine learning or language engineering application by comparing its results to a gold standard and also comparing annotations prepared by two human annotators to each other to ensure that the annotations are reliable.

This chapter begins by introducing the concepts and metrics relevant, before describing each of the tools in turn.

10.1 Metrics for Evaluation in Information Extraction [#]

When we evaluate the performance of a processing resource such as tokeniser, POS tagger, or a whole application, we usually have a human-authored ‘gold standard’ against which to compare our software. However, it is not always easy or obvious what this gold standard should be, as different people may have different opinions about what is correct. Typically, we solve this problem by using more than one human annotator, and comparing their annotations. We do this by calculating inter-annotator agreement (IAA), also known as inter-rater reliability.

IAA can be used to assess how difficult a task is. This is based on the argument that if two humans cannot come to agreement on some annotation, it is unlikely that a computer could ever do the same annotation ‘correctly’. Thus, IAA can be used to find the ceiling for computer performance.

There are many possible metrics for reporting IAA, such as Cohen’s Kappa, prevalence, and bias [Eugenio & Glass 04]. Kappa is the best metric for IAA when all the annotators have identical exhaustive sets of questions on which they might agree or disagree. This could be a task like ‘read over this text and mark up all telephone numbers’. However, sometimes there is disagreement about the set of questions, e.g. when the annotators themselves determine which text spans they ought to annotate. That could be a task like ‘read over this text and mark up all references to politics’. When annotators determine their own sets of questions, it is appropriate to use precision, recall, and F-measure to report IAA. Precision, recall and F-measure are also appropriate choices when assessing performance of an automated application against a trusted gold standard.

In this section, we will first introduce some relevant terms, before outlining Cohen’s Kappa, in Section 10.1.2. We will then introduce precision, recall and F-measure in Section 10.1.3.

10.1.1 Annotation Relations [#]

Before introducing the metrics we will use in this chapter, we will first outline the ways in which annotations can relate to each other. These ways of comparing annotations to each other are used to determine the counts that then go into calculating the metrics of interest. Consider a document with two annotation sets upon it. These annotation sets might for example be prepared by two human annotators, or alternatively, one set might be produced by an automated system and the other might be a trusted gold standard. We wish to assess the extent to which they agree. We begin by counting incidences of the following relations:

Coextensive
Two annotations are coextensive if they hit the same span of text in a document. Basically, both their start and end offsets are equal.
Overlaps
Two annotations overlap if they share a common span of text.
Compatible
Two annotations are compatible if they are coextensive and if the features of one (usually the ones from the key) are included in the features of the other (usually the response).
Partially Compatible
Two annotations are partially compatible if they overlap and if the features of one (usually the ones from the key) are included in the features of the other (response).
Missing
This applies only to the key annotations. A key annotation is missing if either it is not coextensive or overlapping, orif one or more features are not included in the response annotation.
Spurious
This applies only to the response annotations. A response annotation is spurious if either it is not coextensive or overlapping, or if one or more features from the key are not included in the response annotation.

10.1.2 Cohen’s Kappa [#]

The three commonly used IAA measures are observed agreement, specific agreement, and Kappa (κ) [Hripcsak & Heitjan 02]. Those measures can be calculated from a contingency table, which lists the numbers of instances of agreement and disagreement between two annotators on each category. To explain the IAA measures, a general contingency table for two categories cat1 and cat2 is shown in Table 10.1.


Table 10.1: Contingency table for two-category problem




Annotator-2




Annotator-1 cat1 cat2marginal sum




cat1 a b a+b
cat2 c d c+d




marginal sum a+c b+d a+b+c+d





Observed agreement is the portion of the instances on which the annotators agree. For the two annotators and two categories as shown in Table 10.1, it is defined as

         a + d
Ao =  -------------
      a + b + c + d  (10.1)

The extension of the above formula to more than two categories is straightforward. The extension to more than two annotators is usually taken as the mean of the pair-wise agreements [Fleiss 75], which is the average agreement across all possible pairs of annotators. An alternative compares each annotator with the majority opinion of the others [Fleiss 75].

However, the observed agreement has two shortcomings. One is that a certain amount of agreement is expected by chance. The Kappa measure is a chance-corrected agreement. Another is that it sums up the agreement on all the categories, but the agreements on each category may differ. Hence the category specific agreement is needed.

Specific agreement quantifies the degree of agreement for each of the categories separately. For example, the specific agreement for the two categories list in Table 10.1 is the following, respectively,

        ----2a----           ----2d----
Acat1 = 2a + b + c;  Acat2 = b + c + 2d  (10.2)

Kappa is defined as the observed agreements Ao minus the agreement expected by chance Ae and is normalized as a number between -1 and 1.

κ = Ao----Ae
     1 - Ae  (10.3)

κ = 1 means perfect agreements, κ = 0 means the agreement is equal to chance, κ = -1 means ‘perfect’ disagreement.

There are two different ways of computing the chance agreement Ae (for a detailed explanations about it see [Eugenio & Glass 04]). The Cohen’s Kappa is based on the individual distribution of each annotator, while the Siegel & Castellan’s Kappa is based on the assumption that all the annotators have the same distribution. The former is more informative than the latter and has been used widely.

The Kappa suffers from the prevalence problem which arises because imbalanced distribution of categories in the data increases Ae. The prevalence problem can be alleviated by reporting the positive and negative specified agreement on each category besides the Kappa [Hripcsak & Heitjan 02Eugenio & Glass 04]. In addition, the so-called bias problem affects the Cohen’s Kappa, but not S&C’s. The bias problem arises as one annotator prefers one particular category more than another annotator. [Eugenio & Glass 04] advised to compute the S&C’s Kappa and the specific agreements along with the Cohen’s Kappa in order to handle these problems.

Despite the problem mentioned above, the Cohen’s Kappa remains a popular IAA measure. Kappa can be used for more than two annotators based on pair-wise figures, e.g. the mean of all the pair-wise Kappa as an overall Kappa measure. The Cohen’s Kappa can also be extended to the case of more than two annotators by using the following single formula [Davies & Fleiss 82]

                          2  ∑  ∑    2
        ---------------IJ------i--c-Yic---------------
κ = 1 - I(J (J - 1)∑c (pc(1 - pc)) + ∑c ∑j (pcj - pc)2)  (10.4)

Where I and J are the number of instances and annotators, respectively; Y ic is the number of annotators who assigns the category c to the instance I; pcj is the probability of the annotator j assigning category c; pc is the probability of assigning category by all annotators (i.e. averaging pcj over all annotators).

S&C’s Kappa is applicable for any number of annotators. S&C’s Kappa for two annotators is also known as Scott’s Pi (see [Lombard et al. 02]). The Krippendorff’s alpha, another variant of Kappa, differs only slightly from the S&C’s Kappa on nominal category problem (see [Carletta 96Eugenio & Glass 04]).

However, note that the Kappa (and the observed agreement) is not applicable to some tasks. Named entity annotation is one such task [Hripcsak & Rothschild 05]. In the named entity annotation task, annotators are given some text and are asked to annotate some named entities (and possibly their categories) in the text. Different annotators may annotate different instances of the named entity. So, if one annotator annotates one named entity in the text but another annotator does not annotate it, then that named entity is a non-entity for the latter. However, generally the non-entity in the text is not a well-defined term, e.g. we don’t know how many words should be contained in the non-entity. On the other hand, if we want to compute Kappa for named entity annotation, we need the non-entities. This is why people don’t compute Kappa for the named entity task.

10.1.3 Precision, Recall, F-Measure [#]

Much of the research in IE in the last decade has been connected with the MUC competitions, and so it is unsurprising that the MUC evaluation metrics of precision, recall and F-measure [Chinchor 92] also tend to be used, along with slight variations. These metrics have a very long-standing tradition in the field of IR [van Rijsbergen 79] (see also [Manning & Sch├╝tze 99Frakes & Baeza-Yates 92]).

Precision measures the number of correctly identified items as a percentage of the number of items identified. In other words, it measures how many of the items that the system identified were actually correct, regardless of whether it also failed to retrieve correct items. The higher the precision, the better the system is at ensuring that what is identified is correct.

Error rate is the inverse of precision, and measures the number of incorrectly identified items as a percentage of the items identified. It is sometimes used as an alternative to precision.

Recall measures the number of correctly identified items as a percentage of the total number of correct items. In other words, it measures how many of the items that should have been identified actually were identified, regardless of how many spurious identifications were made. The higher the recall rate, the better the system is at not missing correct items.

Clearly, there must be a tradeoff between precision and recall, for a system can easily be made to achieve 100% precision by identifying nothing (and so making no mistakes in what it identifies), or 100% recall by identifying everything (and so not missing anything). The F-measure [van Rijsbergen 79] is often used in conjunction with Precision and Recall, as a weighted average of the two. False positives are a useful metric when dealing with a wide variety of text types, because it is not dependent on relative document richness in the same way that precision is. By this we mean the relative number of entities of each type to be found in a set of documents.

When comparing different systems on the same document set, relative document richness is unimportant, because it is equal for all systems. When comparing a single system’s performance on different documents, however, it is much more crucial, because if a particular document type has a significantly different number of any type of entity, the results for that entity type can become skewed. Compare the impact on precision of one error where the total number of correct entities = 1, and one error where the total = 100. Assuming the document length is the same, then the false positive score for each text, on the other hand, should be identical.

Common metrics for evaluation of IE systems are defined as follows:

             ----Correct-+--1∕2P-artial----
P recision =  Correct + Spurious  + P artial  (10.5)

             Correct  + 1∕2P artial
Recall = ------------------------------
         Correct  + M issing + P artial  (10.6)

                (β2 + 1)P * R
F - measure   = ----2---------
                  (β R ) + P  (10.7)

where β reflects the weighting of P vs. R. If β is set to 1, the two are weighted equally.

F alseP ositive = Spurious--
                     c  (10.8)

where c is some constant independent from document richness, e.g. the number of tokens or sentences in the document.

Note that we consider annotations to be partially correct if the entity type is correct and the spans are overlapping but not identical. Partially correct responses are normally allocated a half weight.

10.1.4 Macro and Micro Averaging [#]

Where precision, recall and f-measure are calculated over a corpus, there are options in terms of how document statistics are combined.

The method of choice depends on the priorities of the case in question. Macro averaging tends to increase the importance of shorter documents.

It is also possible to calculate a macro average across annotation types; that is to say, precision, recall and f-measure are calculated separately for each annotation type and the results then averaged.

10.2 The Annotation Diff Tool [#]

The Annotation Diff tool enables two sets of annotations in one or two documents to be compared, in order either to compare a system-annotated text with a reference (hand-annotated) text, or to compare the output of two different versions of the system (or two different systems). For each annotation type, figures are generated for precision, recall, F-measure. Each of these can be calculated according to 3 different criteria - strict, lenient and average. The reason for this is to deal with partially correct responses in different ways.

It can be accessed both from GATE Developer and from GATE Embedded. Annotation Diff compares sets of annotations with the same type. When performing the comparison, the annotation offsets and their features will be taken into consideration. and after that, the comparison process is triggered. Figure 10.1 shows the Annotation Diff window.


PIC


Figure 10.1: Annotation diff window with the parameters at the top, the comparison table in the center and the adjudication panel at the bottom.


All annotations from the key set are compared with the ones from the response set, and those found to have the same start and end offsets are displayed on the same line in the table. Then, the Annotation Diff evaluates if the features of each annotation from the response set subsume those features from the key set, as specified by the features names you provide.

In order to create a gold standard set from two sets you need to show the ‘Adjudication’ panel at the bottom. It will insert two checkboxes columns in the central table. Tick boxes in the ‘K(ey)’ and ‘R(esponse)’ then input a Target set in the text field and use the ‘Copy selection to target’ button to copy all annotations selected to the target annotation set. There is a context menu for the checkboxes to tick them quickly.

To use the annotation diff tool, see Section 10.2.1. To compare more than two annotation sets, see Section 3.4.3.

10.2.1 Performing Evaluation with the Annotation Diff Tool [#]


PIC


Figure 10.2: Annotation diff window with the parameters at the top, the comparison table in the center and the statistics panel at the bottom.


The Annotation Diff tool is activated by selecting it from the Tools menu at the top of the GATE Developer window. It will appear in a new window. Select the key and response documents to be used (note that both must have been previously loaded into the system), the annotation sets to be used for each, and the annotation type to be compared.

Note that the tool automatically intersects all the annotation types from the selected key annotation set with all types from the response set.

On a separate note, you can perform a diff on the same document, between two different annotation sets. One annotation set could contain the key type and another could contain the response one.

After the type has been selected, the user is required to decide how the features will be compared. It is important to know that the tool compares them by analysing if features from the key set are contained in the response set. It checks for both the feature name and feature value to be the same.

There are three basic options to select:

The weight for the F-Measure can also be changed - by default it is set to 1.0 (i.e. to give precision and recall equal weight). Finally, click on ‘Compare’ to display the results. Note that the window may need to be resized manually, by dragging the window edges as appropriate).

In the main window, the key and response annotations will be displayed. They can be sorted by any category by clicking on the central column header: ‘=?’. The key and response annotations will be aligned if their indices are identical, and are color coded according to the legend displayed at the bottom.

Precision, recall, F-measure are also displayed below the annotation tables, each according to 3 criteria - strict, lenient and average. See Sections 10.2 and 10.1 for more details about the evaluation metrics.

The results can be saves to an HTML file by using the ‘Export to HTML’ button. This creates an HTML snapshot of what the Annotation Diff table shows at that moment. The columns and rows in the table will be shown in the same order, and the hidden columns will not appear in the HTML file. The colours will also be the same.

If you need more details or context you can use the button ‘Show document’ to display the document and the annotations selected in the annotation diff drop down lists and table.

10.3 Corpus Quality Assurance [#]


PIC


Figure 10.3: Corpus Quality assurance showing the document statistics table


10.3.1 Description of the interface

A bottom tab in each corpus view is entitled ‘Corpus Quality Assurance’. This tab will allow you to calculate precision, recall and F-score between two annotation sets in a corpus without the need to load a plugin. It extends the Annotation Diff functionality to the entire corpus in a convenient interface.

The main part of the view consists of two tabs each containing a table. One tab is entitled ‘Corpus statistics’ and the other is entitled ‘Document statistics’.

To the right of the tabbed area is a configuration pane in which you can select the annotation sets you wish to compare, the annotation types you are interested in and the annotation features you wish to specify for use in the calculation if any.

You can also choose whether to calculate agreement on a strict or lenient basis or take the average of the two. (Recall that strict matching requires two annotations to have an identical span if they are to be considered a match, where lenient matching accepts a partial match; annotations are overlapping but not identical in span.)

Corpus Quality Assurance works also with a corpus inside a datastore. Using a datastore is useful to minimise memory consumption when you have a big corpus.

10.3.2 Step by step usage

Begin by selecting the annotation sets you wish to compare in the top list in the configuration pane. Clicking on an annotation set labels it annotation set A (an ‘(A)’ will appear beside it to indicate that this is your selection for annotation set A). Now click on another annotation set. This will be labelled annotation set B.

To change your selection, deselect an annotation set by clicking on it a second time. You can now choose another annotation set. Note that you do not need to hold the control key down to select the second annotation set. This list is configured to accept two (and no more than two) selections. If you wish, you may check the box ‘present in every document’ to reduce the annotation sets list to only those sets present in every document.

You may now choose the annotation types you are interested in. If you don’t choose any then all will be used. If you wish, you may check the box ‘present in every selected set’ to reduce the annotation types list to only those present in every selected annotation set.

Optionally you can choose the annotation features you wish to include in the calculation. If you choose features, then for an annotation to be considered a match to another, their feature values must also match. If you select the box ‘present in every selected type’ the features list will be reduced to only those present in every type you selected.

The ‘Measures’ list allows you to choose whether to calculate strict or lenient figures or average the two. You may choose as many as you wish, and they will be included as columns in the table to the left.

Finally, click on the ‘Compare’ button to recalculate the tables. The figures that appear in the two tables (one per tab) are described below.

10.3.3 Details of the Corpus statistics table

In this table you will see that one row appears for every annotation type you chose. Columns give total counts for matching annotations (‘Match’), annotations only present in annotation set A (‘Only A’), annotations only present in annotation set B (‘Only B’) and annotations that overlapped (‘Overlap’).

Depending on whether one of your annotation sets is considered a gold standard, you might prefer to think of ‘Only A’ as missing and ‘Only B’ as spurious, or vice versa, but the Corpus Quality Assurance tool makes no assumptions about which if any annotation set is the gold standard. Where it is being used to calculate Inter Annotator Agreement there is no concept of a ‘correct’ set. However, in ‘MUC’ terms, ‘Match’ would be correct and ‘Overlap’ would be partial.

After these columns, three columns appear for every measure you chose to calculate. If you chose to calculate a strict F1, a recall, precision and F1 column will appear for the strict counts. If you chose to calculate a lenient F1, precision, recall and F1 columns will also appear for lenient counts.

In the corpus statistics table, calculations are done on a per type basis and include all documents in the calculation. Final rows in the table provide summaries; total counts are given along with a micro and a macro average.

Micro averaging treats the entire corpus as one big document where macro averaging, on this table, is the arithmetic mean of the per-type figures. See Section 10.1.4 for more detail on the distinction between a micro and a macro average.

10.3.4 Details of the Document statistics table

In this table you will see that one row appears for every document in the corpus. Columns give counts as in the corpus statistics table, but this time on a per-document basis.

As before, for every measure you choose to calculate, precision, recall and F1 columns will appear in the table.

Summary rows, again, give a macro average (arithmetic mean of the per-document measures) and micro average (identical to the figure in the corpus statistics table since).

10.4 Corpus Benchmark Tool [#]

The corpus benchmark tool differs from the AnnotationDiff in that it enables evaluation to be carried out over a whole corpus rather than a single document. It also enables tracking of the system’s performance over time. The tool can be run either from GATE Developer or the command line. For more information on how to run the tool, see 10.4.1.

The tool requires a clean version of a corpus (with no annotations) and an annotated reference corpus. First of all, the tool is run in generation mode to produce a set of texts annotated by the system. These texts are stored for future use. The tool can then be run in three ways:

  1. comparing the stored processed set with the human-annotated set;
  2. comparing the current processed set with the human-annotated set;
  3. (default mode) comparing the stored processed set with the current processed set and the human-annotated set.

In each case, performance statistics will be output for each text in the set, and overall statistics for the entire set. In the default mode, information is also provided about whether the figures have increased or decreased in comparison with the annotated set. The processed set can be updated at any time by rerunning the tool in generation mode with the latest version of the system resources. Furthermore, the system can be run in verbose mode, where for each P and R figure below a certain threshold (set by the user), the non-coextensive annotations (and their corresponding text) will be displayed. The output of the tool is written to an HTML file in tabular form, for easy viewing of the results (see Figure 10.4).


PIC


Figure 10.4: Fragment of results from corpus benchmark tool


10.4.1 Using the Corpus Benchmark Evaluation Tool [#]

To use the tool, first make sure the properties of the tool have been set correctly (see Section 10.4.1 for how to do this). Then select ‘Corpus Benchmark Tool’ from the Options menu. There are 3 ways in which it can be run:

Once the mode has been selected, choose the directory where the corpus is to be found. The corpus must have a directory structure consisting of ‘clean’ and ‘marked’ subdirectories (note that these names are case sensitive). The clean directory should contain the raw texts; the marked directory should contain the human-annotated texts. Finally, select the application to be run on the corpus (for ‘default’ and ‘human v current’ modes).

If the tool is to be used in Default or Current mode, the corpus must first be processed with the current set of resources. This is done by selecting ‘Store corpus for future evaluation’ from the Corpus Benchmark Tool. Select the corpus to be processed (from the top of the subdirectory structure, i.e. the directory containing the marked and stored subdirectories). If a ‘processed’ subdirectory exists, the results will be placed there; if not, one will be created.

Once the corpus has been processed, the tool can be run in Default or Current mode. The resulting HTML file will be output in the main GATE Developer messages window. This can then be pasted into a text editor and viewed in an Internet browser for easier viewing.

The tool can be used either in verbose or non-verbose mode, by selecting the verbose option from the menu. In verbose mode, any score below the user’s pre-defined threshold (stored in corpus_tool.properties file) will show the relevant annotations for that entity type, thereby enabling the user to see where problems are occurring.

How to Define the Properties of the Corpus Benchmark Tool [#]

The properties of the corpus benchmark tool are defined in the file corpus_tool.properties, which should be located in the directory from which GATE Developer is run (usually gate/build or gate/bin).

The following properties should be set:

The default Annotation Set has to be represented by an empty String. Note also that outputSetName and annotSetName must be different. If they are the same, then use the Annotation Set Transfer PR to change one of them.

An example file is shown below:

threshold=0.7  
annotSetName=Key  
outputSetName=ANNIE  
annotTypes=Person;Organization;Location;Date;Address;Money  
annotFeatures=type;gender

10.5 A Plugin Computing Inter-Annotator Agreement (IAA) [#]

The IAA plugin computes different IAA measures for different tasks. For named entity annotations, it computes the F-measures, namely Precision, Recall, and F1 from two or more annotation sets. For text classification tasks, it computes the Cohen’s kappa and some other IAA measures which are more suitable than the F-measures for the task. In the following subsections we will describe those measures and the output results from the plugin. But first we explain how to load the plugin, and the input to and the parameters of the plugin.

First you need to load the plugin named ‘Inter_Annotator_Agreement’ into GATE Developer using the tool Manage CREOLE Plugins, if it is not already loaded. Then you can create a PR for the plugin from the ‘IAA Computation’ in the existing PR list. After that you can put the PR into a Corpus Pipeline to use it.

The corpus pipeline needs a corpus containing the documents, each of which should have two or more annotation sets for computing the IAA measures. One requirement of the plugin is that each document has two or more annotation sets, which may be produced by two or more annotators making the annotation for the same type, or may correspond to one gold standard set and one set from system’s output respectively. The annotation set produced by one annotator should have the same name in all the documents. And one annotation type in different annotation sets should have the same name too. For example, suppose that we ask three annotators to annotate person names in two documents Doc1 and Doc2. Then the Doc1 should have three annotation sets, each of which contains the annotations from one annotator, e.g. the annotation sets Ann1, Ann2 and Ann3, and each of which contains an annotation type Per for the person name annotations. The Doc2 should have the three annotation sets with the same names and the same annotation types. Then one can compute the IAA measures for the three annotation sets on the two documents by specifying the runtime parameters for the IAA plugin, as explained next.

The IAA plugin has two runtime parameters annSetsForIaa and annTypesAndFeats for specifying the annotation sets and the annotation types and features, respectively. For the above example, you can set the value of annSetsForIaa as ‘Ann1;Ann2;Ann3’ and the value of annTypesAndFeats as ‘Per’ to compute the IAA for the three annotation sets on the annotation type Per. Note that the names of annotation sets are separated by ‘;’. You can also specify more than one annotation type and separate them by ‘;’ too, and optionally specify one annotation feature for one type by attaching a ‘->’ followed by feature name to the end of the annotation name. For example, ‘Per->label;Org’ specifies two annotation types Per and Org and also a feature name label for the type Per. If you specify one annotation feature for one annotation type, then two annotations of the same type from two different annotation sets in the same document will be regarded as being different if they have different values of that feature, even if the two annotations occupy exactly the same position in the document. On the other hand, if you do not specify any annotation feature for one annotation type, then the two annotations of the type will be regarded as the same if they occupy the same position in the document.

The plugin has another parameter measureType specifying the type of measure computed. There are two measure types, the F-measure (i.e. Precision, Recall and F1), and the observed agreement and Cohen’s Kappa. For the classification task such as document or sentence classification, the observement agreement and Cohen’s Kappa is often used, though the F-measure is applicable too. However, for the named entity recognition task, only the F-measure is applicable. See the following subsections for more discussions. The parameter has two values, FMEASURE and AGREEMENTANDKAPPA. The default value of the parameter is FMEASURE.

Another parameter verbosity specifies the verbosity level of the plugin’s output. Level 2 displays the most detailed output, including the IAA measures on each document and the macro-averaged results over all documents. Level 1 only displays the IAA measures averaged over all documents. Level 0 does not have any output. The default value of the parameter is 1. In the following we will explain the outputs in detail.

Yet another runtime parameter bdmScoreFile specifies the URL for a file containing the BDM scores used for the BDM based IAA computation. The BDM score file should be produced by the BDM computation plugin, which is described in Section 10.6. The BDM-based IAA computation will be explained below. If the parameter is not assigned any value, or is assigned a file which is not a BDM score file, it will not compute the BDM based IAA.

10.5.1 IAA for Classification Task

IAA has been used mainly in the classification tasks, where two or more annotators are given a set of instances and are asked to classify those instances into some pre-defined categories. IAA measures the agreements among the annotators on the class labels assigned to the instances by the annotators. Text classification tasks include document classification, sentence classification(e.g. opinionated sentence recognition), and token classification (e.g. POS tagging). The important property of evaluationg a classification task is that the evaluation set and gold standard set have exactly the same instances but some instances in the two sets have different class labels.

The three commonly used IAA measures are observed agreement, specific agreement, and Kappa (κ) [Hripcsak & Heitjan 02]. See the Appendix 10.1.2 for the detailed explanations of those measures. If you select the value of the run time parameter measureType as AGREEMENTANDKAPPA, the IAA plugin will compute and display those IAA measures for your classification task. In the following we will explain the output of the plugin for the agreement and Kappa measures.

At the verbosity level 2, the output of the plugin is the most detailed. It first prints out a list of the names of the annotation sets used for IAA computation. In the rest part of the results, the first annotation set is denoted as annotator 0, and the second annotation set is denoted as annotator 1, etc. Then the plugin outputs the IAA results for each document in the corpus.

For one document, it displays one annotation type and optionally an annotation feature if specified, and then the results for that type and that feature. Note that the IAA computations are based on the pairwise of annotators. In another word, we compute the IAA for each pair of annotators. The first results for one document and one annotation type are the macro-averaged ones over all pairs of annotators, which have three numbers for the three types of IAA measures, namely Observed agreement, Cohen’s kappa and Scott’s pi, respectively. Then for each pair of annotators, it outputs the three types of measures, a confusion matrix (or contingency table), and the specific agreements for each label. The labels are obtained from the annotations of that particular type. For one annotation type, if one feature is specified, then the labels are the values of the feature in the annotations. Please note that two specific terms may be added to the label list: one is the empty one obtained from those annotations which have the annotation feature but do not have a value for the feature; another one is the ‘Non-cat’ corresponding to those annotations not having the feature at all. If no feature is specified, then two labels are used: ‘Anns’ corresponding to the annotations of that type, and ‘Non-cat’ corresponding to those annotations which are annotated by one annotator but are not annotated by another annotator.

After displaying the results for each document, the plugin prints out the macro-averaged results over all documents. First for each annotation type, it prints out the results for each pair of annotators, and the macro-averaged results over all pairs of annotators. Finally it prints out the macro-averaged results over all pair of annotators, all types and all documents.

Please note that the classification problem can be evaluated by the F-measure too. If you want to evaluate a classification problem using the F-measure, you just need to select the run time parameter measureType with the value FMEASURE.

10.5.2 IAA For Named Entity Annotation

The commonly used IAA measures such as Kappa and other statistical measures have not been used in text mark-up tasks such as named entity recognition and information extraction, for reasons explained in Section 10.1 (also see [Hripcsak & Rothschild 05]). Instead, the F-measures such as Precision, Recall, and F1 have been widely used in information extraction evaluations such as MUC, ACE and TERN for measuring IAA. This is because the computation of the F-measures does not need the number of non-entity examples. Another reason is that F-measures are commonly used for evaluating information extraction systems. Hence IAA F-measures can be directly compared with system’s results.

For computing F-measure between two annotation sets, one can use one annotation set as gold standard and another set as system’s output and compute the F-measures such as Precision, Recall and F1. One can switch the roles of the two annotation sets. The Precision and Recall in the former case become Recall and Precision in the latter, respectively. But the F1 remains the same in both cases. For more than two annotators, we first compute F-measures between any two annotators and use the mean of the pair-wise F-measures as an overall measure. The computation of the F-measures (e.g. Precision, Recall and F1) are shown in Section 10.1. As noted in [Hripcsak & Rothschild 05], the F1 computed for two annotators for one specific category is equivalent to the positive specific agreement of the category.

The outputs of the IAA plugins for named entity annotation are similar to those for classification. But the outputs are the F-measures such as Precision, Recall and F1, instead of the agreements and Kappas. It first prints out the results for each document. For one document, it prints out the results for each annotation type, macro-averaged over all pairs of annotators, then the results for each pair of annotators. In the last part, the macro-averaged results over all documents are displayed. Note that the results are reported in both the strict measure and the lenient measure, as defined in Section 10.2.

Please note that, for computing the F-measures for the named entity annotations, the IAA plugin carries out the same computation as the Corpus Benchmark tool. The IAA plugin is simpler than the Corpus benchmark tool in the sense that the former needs only one set of documents with two or more annotation sets, whereas the latter needs three sets of the same documents, one without any annotation, another with one annotation set, and the third one with another annotation set. Additionally, the IAA plugin can deal with more than two annotation sets but the Corpus benchmark tool can only deal with two annotation sets.

10.5.3 The BDM-Based IAA Scores

For a named entity recognition system, if the named entity’s class labels are the names of concepts in some ontology (e.g. in the ontology-based information extraction), the system can be evaluated using the IAA measures based on the BDM scores. The BDM measures the closeness of two concepts in an ontology. If an entity is identified but is assigned a label which is close to but not the same as the true label, the system should obtain some credit for it, which the BDM-based metric can do. In contrast, the conventional named entity recognition measure does not take into account the closeness of two labels and does not give any credit to one identified entity with a wrong label, regardless of how close the assigned label is to the true label. For more explanation about BDM see Section 10.6.

In order to compute the BDM-based IAA, one has to assign the plugin’s runtime parameter bdmScoreFile to the URL of a file containing the BDM scores. The file should be obtained by using the BDM computation plugin, which is described in Section 10.6. Currently the BDM-based IAA is only used for computing the F-measures for e.g. the entity recognition problem. Please note that the F-measures can also be used for evaluation of classification problem. The BDM is not used for computing other measures such as the observed agreement and Kappa, though it is possible to implement it. Therefore currently one has to select FMEASURE for the run time parameter measureType in order to use the BDM based IAA computation.

10.6 A Plugin Computing the BDM Scores for an Ontology [#]

The BDM (balanced distance metric) measures the closeness of two concepts in an ontology or taxonomy [Maynard 05Maynard et al. 06]. It is a real number between 0 and 1. The closer the two concepts are in an ontology, the greater their BDM score is. For detailed explanation about the BDM, see the papers [Maynard 05Maynard et al. 06]. The BDM can be seen as an improved version of the learning accuracy [Cimiano et al. 03]. It is dependent on the length of the shortest path connecting the two concepts and also the deepness of the two concepts in ontology. It is also normalised with the size of ontology and also takes into account the concept density of the area containing the two involved concepts.

The BDM has been used to evaluate the ontology based information extraction (qOBIE) system [Maynard et al. 06]. The OBIE identifies the instances for the concepts of an ontology. It’s possible that an OBIE system identifies an instance successfully but does not assign it the correct concept. Instead it assigns the instance a concept being close to the correct one. For example, the entity ‘London’ is an instance of the concept Capital, and an OBIE system assigns it the concept City which is close to the concept Capital in some ontology. In that case the OBIE should obtain some credit according to the closeness of the two concepts. That is where the BDM can be used. The BDM has also been used to evaluate the hierarchical classification system [Li et al. 07b]. It can also be used for ontology learning and alignment.

The BDM computation plugin computes BDM score for each pair of concepts in an ontology. It has two run time parameters:

The plugin has the name Ontology_BDM_Computation and the corresponding processing resource’s name is BDM Computation PR. The PR can be put into a Pipeline. If it is put into a Corpus Pipeline, the corpus used should contain at least one document.

The BDM computation used the formula given in [Maynard et al. 06]. The resulting file specified by the runtime parameter outputBDMFile contains the BDM scores. It is a text file. The first line of the file gives some meta information such as the name of ontology used for BDM computation. From the second line of the file, each line corresponds to one pair of concepts. One line is like

key=Service, response=Object, bdm=0.6617647, msca=Object, cp=1, dpk=1, dpr=0, n0=2.0, n1=2.0, n2=2.8333333, bran=1.9565217

It first shows the names of the two concepts (one as key and another as response, and the BDM score, and then other parameters’ values used for the computation. Note that, since the BDM is symmetric for the two concepts, the resulting file contains only one line for each pair. So if you want to look for the BDM score for one pair of concepts, you can choose one as key and another as response. If you cannot find the line for the pair, you have to change the order of two concepts and retrieve the file again.