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pro ling. A key driver in developing the digital library has been the desire to provide a single interface to the whole collection, drawing together content from a wide variety of publishers. The BT digital library allows its users to search the library s contents. In addition, they can browse through information spaces that have been created on subjects known to be of interest to people in the company or through the contents of journals in the library. Information Spaces bring together content from the library s databases and details of new books. They are de ned by a speci c query, that is the documents within the information space are those which would be found by the query. People can join an information space to be alerted to new articles on the subject and can create their own private information spaces for subjects of particular interest to them. Figure 11.1 shows the introductory page to one particular information space. For more information about the use of information spaces in the BT digital library, see Alsmeyer and Owston (1998). Users can also be alerted when new issues of particular journals are received in the library. Information space membership and journal preferences are used to provide a personalised view of the digital library homepage, as can be seen in Figure 11.2. The library contains abstracts of all relevant technical papers and the full text of more than a third of all the relevant engineering

This method creates a new content type with an initial eld type and, optionally, a mapping. aFieldType the initial eld type for the new CContentType. aMapping the eld mapping. static CContentType* NewL(const CContentType &aContentType) This method creates a new CContentType as a copy of an existing one. aContentType the existing value to copy. Field Type Methods TInt FieldTypeCount() const This method returns the number of eld types owned by the CContentType. TFieldType FieldType(TInt aIndex) const This method returns the indexed eld type. aIndex the position of the eld type required. If this index is negative or greater than or equal to the number of eld types then the method raises a panic. TBool ContainsFieldType(TFieldType aFieldType) const This method returns ETrue if the CContentType owns the speci ed eld type, either as a eld type or as the mapping. aFieldType the eld type being checked for. TBool operator ==(const CContentType &aType) const This operator allows two CContentType objects to be compared. The two are considered to be equal if they have the same mapping and the same set of eld types, although they do not need to be in the same order. void AddFieldTypeL(TFieldType aFieldType) This method appends a eld type to the set of eld types owned by the CContentType. aFieldType the eld type to be added. void RemoveFieldType(TFieldType aFieldType) This method removes a eld type from the set owned by the CContentType. aFieldType the eld type to be removed. Mapping Methods TUid Mapping() const This method returns the vCard mapping for the CContentType. void SetMapping(TUid aMapping) This method sets the vCard mapping for the CContentType. aMapping the vCard mapping to be set.

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It is more likely to nd a sum near 1 than to nd a sum near either of the extreme values, namely, 0 or 2, as we shall see It can be shown that the probability distribution of X = X1 + X2 is f2 (x) = x for 0 x 1 2 x for 1 x 2

literature ve million articles from over 12 000 publications, including journals, conference proceedings and IEEE Standards. This is provided in the form of two databases, Inspec (http://www.iee.org/Publish/ INSPEC/) and ABI/INFORM from ProQuest (http://www.proquest.com/). To be precise, these two databases contain abstracts, each of around 200 words. In some cases the full texts of the articles are available either from the database supplier or from the publisher and the digital library provides links to these. The library uses software developed by BT s Next Generation Web Research to power its searching and browsing.7

typedef TUid TFieldType TFieldType is a UID which identi es a contact item eld s type. The possible values are de ned as UIDs in cntdef.h.

We should check that f2 (x) is a probability density function The function is always positive The easiest way to nd its total area is to use the area of two triangles Each of these have base of length 1 and height 1 as well, so the total area is 2 1/2 1 1 = 1; so f2 (x) is a probability density function A graph of f2 (x) is shown in Figure 84

We look now at ways in which semantic technology is being used to enhance the digital library. 11.3.2.1. Richer Metadata Both the ABI/INFORM and Inspec abstracts are provided with a signi cant quantity of metadata, including subject headings from a

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