uncertain database
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2020 ◽  
Vol 16 (12) ◽  
pp. 1753-1764
Author(s):  
Slamet Sudaryanto Nurhendratno ◽  
Sudaryanto ◽  
Solichul Huda

In the area of data mining for finding frequent itemset from huge database, there exist a lot of algorithms, out of all Apriori algorithm is the base of all algorithms. In Uapriori algorithm each items existential probability is examined with a given support count, if it is greater or equal then these items are known as frequent items, otherwise these are known as infrequent itemsets. In this paper matrix technology has been introduced over Uapriori algorithm which reduces execution time and computational complexity for finding frequent itemset from uncertain transactional database. In the modern era, volume of data is increasing exponentially and highly optimized algorithm is needed for processing such a large amount of data in less time. The proposed algorithm can be used in the field of data mining for retrieving frequent itemset from a large volume of database by taking very less computation complexity.


Author(s):  
Hanaa Ibrahim Abu Zahra ◽  
Shaker El-Sappagh ◽  
Tarek Ahmef El Shishtawy

Most frequent itemset mining algorithms (FIMA) discover hidden relationships from unrelated items. They find the most frequent itemsets depending only on the frequency of the item's existence in the dataset. These algorithms give all items the same importance, and neglect the differences in importance of the items. They assume the full certainty of data, but in most cases, real word data may be uncertain. As a result, the data could be incomplete and/or imprecise. These two problems are the most common challenges that face FIMA algorithms. Some new algorithms proposed some solutions to face these two issues separately. In other words, some algorithms handle item importance only, and others handle uncertainty only. Few algorithms dealt with the two issues together. In this article, the single scan for weighted itemsets over the uncertain database (SSU-Wfim) is proposed. It depends on the single scan frequent itemsets algorithm (SS_FIM), and enhances it to deal with weighted items in an uncertain database. SSU_WFIM deals with the uncertainty of data by giving each item in a transaction an additional value to indicate occurrence likelihood. It gives the items different values to define the weight of them. It uses a table called Ptable to save the items and their probability values. This table is used to generate all possible candidates itemsets. The results indicate the high performance in aspects of runtime, memory consumption and scalability of SSU-Wfim comparing with the UApriori algorithm. The proposed algorithm saves time and memory with a percentage exceeds 70% for all tested datasets.


2019 ◽  
Vol 501 ◽  
pp. 761-770 ◽  
Author(s):  
Ronald R. Yager ◽  
Naif Alajlan ◽  
Yakoub Bazi

2019 ◽  
Vol 17 (07) ◽  
pp. 1950036
Author(s):  
Zezheng Liu ◽  
Yifu Zeng ◽  
Siyuan He ◽  
Yantao Zhou

In the context of large quantities of information, the skyline query is a particularly useful tool for data mining and decision-making. However, the massive amounts of information on the Internet are frequently incomplete and uncertain due to data randomness, transmission errors, and many other reasons. Therefore, an efficient skyline query algorithm over an incomplete uncertain database is imperative. To address this issue, this paper proposes an efficient algorithm to apply skyline query on probabilistic incomplete data. The algorithm is based on U-Skyline model to avoid disadvantages of traditional P-Skyline model. The proposed methods introduce some novel concepts including transferred tuples, leading tuples and the new dominance relationship between probabilistic incomplete data. Besides, it is a parallel processing algorithm. Extensive experiments demonstrate the effectiveness and efficiency of the proposed algorithms.


2019 ◽  
Vol 4 (3) ◽  
pp. 237
Author(s):  
Maliha Momtaz ◽  
Abu Ahmed Ferdaus ◽  
Chowdhury Farhan Ahmed ◽  
Mohammad Samiullah

2019 ◽  
Vol 4 (3) ◽  
pp. 237
Author(s):  
Abu Ahmed Ferdaus ◽  
Mohammad Samiullah ◽  
Chowdhury Farhan Ahmed ◽  
Maliha Momtaz

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