2021
DOI: 10.33166/aetic.2021.05.019
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A Formal OLAP Algebra for NoSQL based Data Warehouses

Abstract: NoSQL solutions are started to be increasingly used in modern days’ Data Warehouses (DW). However, business analysts face challenges when performing On Line Analytical Processing (OLAP) queries on these NoSQL systems. The lack of uniform representation of various OLAP operations over different types of NoSQL based DWs is one of them. In addition, deficiency of precise semantics in OLAP operations create obstacles to effective query interpretation over distinct types DWs. This paper is aiming to deal with afor… Show more

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Cited by 2 publications
(3 citation statements)
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“…The authors claim that their work is the first to provide formal proof in the area due to work, at the time, lacking formalism or applicability. Banerjee et al (2021) propose a formal OLAP algebra for NoSQL systems. They highlight that the lack of a common OLAP specification is also a problem within the NoSQL world, and therefore, data warehousing portability is limited.…”
Section: Discussion and Other Related Workmentioning
confidence: 99%
See 1 more Smart Citation
“…The authors claim that their work is the first to provide formal proof in the area due to work, at the time, lacking formalism or applicability. Banerjee et al (2021) propose a formal OLAP algebra for NoSQL systems. They highlight that the lack of a common OLAP specification is also a problem within the NoSQL world, and therefore, data warehousing portability is limited.…”
Section: Discussion and Other Related Workmentioning
confidence: 99%
“…An earlier survey by Vassiliadis and Sellis (1999) also suggests a wide variety of models, that reaching consensus on a standard is essential, and that results on optimization through the use of a generic logical model would prove helpful.Since the survey in Ciferri et al's work, several other algebras have been proposed (e.g. Kuijpers & Vaisman, 2016;Banerjee et al, 2021).…”
Section: Introductionmentioning
confidence: 99%
“…In addition, each dimension member represents an attribute: M1 1 represents the first attribute (department id) in dimension d 1 (departments). The analysis can be performed by four types of OLAP analytic operations against a multidimensional object [46,47], namely:…”
Section: Multi-dimensional Olap 4d-cube (Hypercube)mentioning
confidence: 99%