Compressing multidimensional structures: a case study
Jorge Ribeiro, Helder Ribeiro
Abstract
Jorge Ribeiro, Helder Ribeiro
Abstract
The OnLine Analytical Processing (OLAP) operate on the information from the Data Warehouses, pre-calculating and processing all combinations of the group-by operator and materializing them in Multidimensional Structures or Data Cubes. It is a computational task to realize that needs time, space to store the data. Many studies presented various techniques oriented to the Data Cube compression like the Dwarf, Condensed Cube, BU-Condensed Cube, Min Cube, Prefix Cube and Quotient Cube. This paper presents a study of the difficulty to process the Data Cube and we implemented and applied the Prefix Cube and the Bottom-Up Condensed Cube comparing the performance with the traditional Data Cube processing. Good results were achieved reducing in 70% the traditional Data Cube in different types of data sets.
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The OnLine Analytical Processing (OLAP) operate on the information from the Data Warehouses, pre-calculating and processing all combinations of the group-by operator and materializing them in Multidimensional Structures or Data Cubes. It is a computational task to realize that needs time, space to store the data. Many studies presented various techniques oriented to the Data Cube compression like the Dwarf, Condensed Cube, BU-Condensed Cube, Min Cube, Prefix Cube and Quotient Cube. This paper presents a study of the difficulty to process the Data Cube and we implemented and applied the Prefix Cube and the Bottom-Up Condensed Cube comparing the performance with the traditional Data Cube processing. Good results were achieved reducing in 70% the traditional Data Cube in different types of data sets.
Key concepts: Online analytical processing, Cube (algebra), Data cube, Computer science, Data warehouse, Tuple, Operator (biology), Data mining