1. Field of the Invention
The present application generally relates to a tool for generating a Web site that combines content from more than one source into an integrated experience, commonly referred to as a “mashup”, and, more particularly, to a recommendation tool which provides design-time assistance to mashup developers.
2. Background Description
Mashup editors, like Yahoo Pipes, Microsoft Popfly, Programmable Web, and IBM's Fusion allow non-programmers to “mash-up” information sources and services to meet their needs. They are designed to provide “situational” applications quickly done by the end user. However, most users will not know what information is available and what they can do with it. During the mashup build process, users are forced to browse large repositories of services and feeds, determine whether those services/feeds are useful without any available semantics, and manually create the links between services.
According to the present invention, the system exploits a repository of mashups to provide design-time assistance to the user through relevant suggestions as to what outputs can be generated along with the best plans to generate those outputs. The system has four major components: a repository manager, which analyzes the repository of mashups and collects certain information that will later be used by other components in the system, a semantic manager, which provides a semantic similarity score for any pair of terms, an output ranker, which ranks the outputs based on their popularity scores, and a planner, which uses metric planning algorithms and configurable utility function. The system takes into account popularity and semantic similarity when recommending services and sources.
The system of the invention is a recommendation tool which provides design-time assistance to mashup developers, i.e., users. It can be set to be automatically invoked to provide recommendations whenever a change occurs to the partial mashup under development, or to be only invoked upon user request. Whenever an invocation occurs, the recommendation process takes place in two steps. In the first step, the system generates a ranked list of recommended outputs that can be added to the user's mashup. The second step starts when the user picks one of the recommended outputs, where the system then recommends the best plan to generate the selected output starting from the information already present in his or her partial mashup.
The foregoing and other objects, aspects and advantages will be better understood from the following detailed description of a preferred embodiment of the invention with reference to the drawings, in which:
Referring now to the drawings, and more particularly to
The MashupAdvisor 1 includes a repository manager 10, a semantic matcher 11, an output ranker 13, and a planner 14. The repository manager 10 is responsible for answering requests regarding the repository mashups. It has two subcomponents: a catalog manager 101, which keeps track of all the mashups, services, and service outputs in the repository of mashups database 17, and a statistics manager 102, which collects statistics and determines probability distributions for the occurrence of different repository terms and their co-occurrence patterns. The semantic matcher 11 is capable of providing a semantic similarity score for any pair of terms. For this purpose, it can make use of external sources, including domain independent thesaurus database 15 (e.g., wordnet) and domain dependent ontologies database 16 (whenever available). The output ranker 13 and the planner 14 components use the repsository manager 10 and the semantic matcher 11 to generate recommendations.
When the MashupAdvisor 1 is started, the repository manager 10 first analyzes the repository of mashups database 17 and collects certain information that will later be used by other components in the system. A mashup is modeled as a composition of services and information sources, where an information source can be an online feed or just a user supplied input, while a service is defined by its name, inputs and outputs. For each service, the system distinguishes between its formal inputs and its actual inputs. Formal inputs refer to the identities used in the service definition, while actual inputs refer to sources or other service output that are bound to the service's formal inputs in a specific mashup. A term A is denoted Af, Aa, or Ao if it is used as a formal input, an actual input, or an output, respectively. If A represents a user supplied input, it is denoted Au. The notation A→B denotes that the term A is bound to term B, where A would be the actual input and B would be the formal input.
The catalogue manager 101 maintains lists of the information sources, services, and service outputs within the repository manager 10. These lists are to be used for the recommendation purposes. The statistics manager 102 collects and maintains statistics about the usage of terms within the repository manager 10. In particular, it maintains the following quantities:
P(Ao|Ba): probability that term A is used as an output, given that term B is used as an actual input.
For the first two non-conditional probabilities, their values are computed for each term A by counting the number of mashups having Aa or Ao, respectively, and then dividing those counts by the total number of mashups. To compute the following three conditional probabilities for every pair of terms A and B, the statistics manager counts the number of mashups having Aa and Bo, Ao and Ba, or Ao→Bf|Au→Bf for each of the three probabilities respectively. These three counts are then divided by the count of mashups having Bo, Ba, or Ao|Au, respectively, to get the final values of the probabilities. Making these calculations require a single scan over all the mashups in the repository, which is performed during the startup of MashupAdvisor 1.
The statistics manager 102 can be configured to take semantics into account when calculating the probabilities. Instead of only counting mashups containing the exact match of a term A, mashups having a semantically similar term A′ may be also be counted, but their count will be weighted by the similarity score between A and A′. If the probability calculation involves two terms A and B, then the count of mashups having similar terms A′ and B′ will be weighted by the product of similarity scores between A and A′ and between B and B′. This is best explained by an example.
Consider a repository of ten mashups, where three mashups have the term “zip” used as an actual input, and two other mashups have the term “postalCode” used as an actual input as well. If semantics is taken into account and the semantic similarity between “zip” and “postalCode” is 0.7, then the probability that “zip” is used as an actual input is given by
where 3 and 2 are the counts of the mashups having “zip” and “postalCode” used as an actual input, respectively, while 1 and 0.7 are the assigned weights.
The responsibility of the output ranker 13 is threefold: first, to identify a set of candidate output that can be added to the user's existing partial mashup, then, to assign a relevance score to each candidate output, and finally, to rank the candidate outputs based on their scores. The output ranker 13 selects the candidate outputs as all the service outputs in the repository of mashups database 17, excluding those appearing in the user's partial mashup either in the form of service outputs or in the form of direct user inputs. For each candidate output, the calculated score should reflect the relevance of that output to the terms already existing in the partial mashup. Any of the sources and service outputs in the partial mashup can be used to generate the candidate output, even if it is not currently being used as an actual input. Consequently, if A is the term of the sources output, while B1, B2, . . . , Bn are the terms of the sources and service outputs in the partial mashup, then a suitable scoring function for the output ranker, Sor(A), would be
In other words, the scoring function is the probability that the term for the candidate output is used as an output given that any of the terms of the sources and service outputs in the partial mashup are used as actual inputs. Note that if the condition in the probability was that all of Bi, iε[1,n] must be used as actual inputs, then the repository may never have enough data to be able accurately calculate the value of the probability. This is why the union operator is used in equation (1), instead of the intersection operator.
In order to simplify the calculation of the scoring function, an independence assumption is made for the actual inputs. In particular, it is assumed that the event that a term A appears as an actual input in a specific mashup is independent from the event that another term B also appears as an actual input in the same mashup. No assumptions are made regarding the relationship between inputs and outputs, which is logical because outputs would normally depend on which inputs exist in the mashup. By applying Baye's rule to equation (1), there results the following:
But from the inclusion-exclusion principle, the following is obtained:
Many of the probabilities in equation (3) cannot be obtained from the statistics manager 102, and therefore they require scanning the repository of mashups database 17 each time an output's score is calculated. However, taking the independence assumption into consideration, equation (3) can be re-written as follows:
Similarly,
Note that all the probabilities used in equations (4) and (5) are known to the statistics manager 102. Additionally, since P(Ao) is also known to the statistics manager 102, then the output ranker 13 can avoid performing expensive scans of the repository of mashups database 17 during the calculation of Sor(A), as would have been the case had the independence assumption not been made.
It is clear that the number of terms in equations (4) and (5) is exponential in n (the number of sources and services outputs in the user's partial mashup). Therefore, a threshold is defined for n, nmax, such that if n>nmax, on the nmax most relevant terms in the partial mashup are used in calculating Sor(A). The relevance of a term B in the partial mashup to the candidate output A is defined by P(Ao|Ba), which again can be obtained from the statistics manager 102.
The process described is illustrated in more detail with reference to
The logic of the overall process implemented by the invention is illustrated in
The process of the repository manager 10 is illustrated in more detail in
To illustrate by way of example the GUI provided to a mashup developer,
While the invention has been described in terms of a single preferred embodiment, those skilled in the art will recognize that the invention can be practiced with modification within the spirit and scope of the appended claims.
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