Download as DOCX, PDF, TXT or read online from Scribd
Download as docx, pdf, or txt
You are on page 1of 4
AIM:
Implement and evaluate using languages like
JAVA/ python/R Frequent Pattern Mining Algorithms THEORY: Frequent pattern mining in data mining is the process of identifying patterns or associations within a dataset that occur frequently. This is typically done by analyzing large datasets to find items or sets of items that appear together frequently. Frequent pattern extraction is an essential mission in data mining that intends to uncover repetitive patterns or itemsets in a granted dataset. It encompasses recognizing collections of components that occur together frequently in a transactional or relational database. This procedure can offer valuable perceptions into the connections and affiliations among diverse components or features within the data. Here’s an elaborate explanation of repeating arrangement prospecting: Transactional and Relational Databases: Repeating arrangement prospecting can be applied to transactional databases, where each transaction consists of a collection of objects. For instance, in a retail dataset, each transaction may represent a customer’s purchase with objects like loaf, dairy, and ovals. It can also be used with relational databases, where data is organized into multiple related tables. In this case, repeating arrangements can represent connections among different attributes or columns. Support and Repeating Groupings: The support of a grouping is defined as the proportion of transactions in the database that contain that particular grouping. It represents the frequency or occurrence of the grouping in the dataset. Repeating groupings are collections of objects whose support is above a specified minimum support threshold. These groupings are considered interesting and are the primary focus of repeating arrangement prospecting. Apriori Algorithm: The Apriori algorithm is one of the most well-known and widely used algorithms for repeating arrangement prospecting. It uses a breadth-first search strategy to discover repeating groupings efficiently. The algorithm works in multiple iterations. It starts by finding repeating individual objects by scanning the database once and counting the occurrence of each object. It then generates candidate groupings of size 2 by combining the repeating groupings of size 1. The support of these candidate groupings is calculated by scanning the database again. The process continues iteratively, generating candidate groupings of size k and calculating their support until no more repeating groupings can be found. Support-based Pruning: During the Apriori algorithm’s execution, aid-based pruning is used to reduce the search space and enhance efficiency. If an itemset is found to be rare (i.e., its aid is below the minimum aid threshold), then all its supersets are also assured to be rare. Therefore, these supersets are trimmed from further consideration. This trimming step significantly decreases the number of potential item sets that need to be evaluated in subsequent iterations. Association Rule Mining: Frequent item sets can be further examined to discover association rules, which represent connections between different items. An association rule consists of an antecedent and a consequent (right-hand side), both of which are item sets. For instance, {milk, bread} => {eggs} is an association rule. Association rules are produced from frequent itemsets by considering different combinations of items and calculating measures such as aid, confidence, and lift. Aid measures the frequency of both the antecedent and the consequent appearing together, while confidence measures the conditional probability of the consequent given the antecedent. Lift indicates the strength of the association between the antecedent and the consequent, considering their individual aid. Applications: Frequent pattern mining has various practical uses in different domains. Some examples include market basket analysis, customer behavior analysis, web mining, bioinformatics, and network traffic analysis. Market basket analysis involves analyzing customer purchase patterns to identify connections between items and enhance sales strategies. In bioinformatics, frequent pattern mining can be used to identify common patterns in DNA sequences, protein structures, or gene expressions, leading to insights in genetics and drug design. Web mining can employ frequent pattern mining to discover navigational patterns, user preferences, or collaborative filtering recommendations on the web. Regular pattern extraction is a data extraction approach employed to spot repeating forms or itemsets in transactional or relational databases. It entails locating collections of objects that occur collectively often and possesses numerous uses in different fields. The Apriori algorithm is a well-liked technique utilized to effectively detect consistent itemsets, and association rule extraction can be carried out to obtain significant connections between objects. There are several different algorithms used for frequent pattern mining, including: 1. Apriori algorithm: This is one of the most commonly used algorithms for frequent pattern mining. It uses a “bottom-up” approach to identify frequent itemsets and then generates association rules from those itemsets. 2. ECLAT algorithm: This algorithm uses a “depth-first search” approach to identify frequent itemsets. It is particularly efficient for datasets with a large number of items. 3. FP-growth algorithm: This algorithm uses a “compression” technique to find frequent patterns efficiently. It is particularly efficient for datasets with a large number of transactions. 4. Frequent pattern mining has many applications, such as Market Basket Analysis, Recommender Systems, Fraud Detection, and many more. Advantages: 1. It can find useful information which is not visible in simple data browsing 2. It can find interesting association and correlation among data items Disadvantages: 1. It can generate a large number of patterns 2. With high dimensionality, the number of patterns can be very large, making it difficult to interpret the results.