Law of Multiplicative Error and Its Generalization to the Correlated Observations Represented by the q-Product

Suyari, Hiroki

doi:10.3390/e15114634

Cited by 3 publications

(1 citation statement)

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“…The concept of likelihood structure in arranged tests has been initially thoroughly explored discussed by Fisher (1938) (as cited in Suyari, 2013), who analyzes the impact of randomization in the determination of a section from the entire populace, which offers a substantial technique for estimating the measure of error committed. Simple random samples (SRS) are exceptionally difficult to accomplish as a general rule (because of defective testing outlines, non-reaction, etc.)…”

Section: Literature Review Cluster Samplingmentioning

confidence: 99%

Cluster sampling MUSA methodology for user satisfaction analysis of an educational distance-learning platform

Manikaros,

Avgerinos

2023

EURASIA J Math Sci Tech Ed

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The subject of this paper is to provide a robust user satisfaction evaluation of an educational distance-learning platform with the use of multicriteria satisfaction analysis (MUSA), an innovative and consistent decision-making algorithm, which leads to analytical satisfaction charts and improvement action charts. The educational platform evaluated is Moodle. MUSA algorithm criteria used for the purposes of the present analysis are: (1) technical dimension, (2) possibilities of teachers, (3) possibilities of participants, (4) pedagogical dimension, and (5) automated functions. The originality of this re-search is the fact that MUSA algorithms criteria weights are calculated both for the total number of participants in the present study and for smaller sample subgroups, which represent various levels of satisfaction (above average grade represents overall satisfied users and below average grade represents overall dissatisfied users), age, gender and identity (teachers or university students). The selected cluster sampling leads to differentiated criteria weights and action diagram in MUSA algorithm. The selected methodology is a crucial step for the optimization of the existing user satisfaction algorithm and leads to more robust and valid results. As a result, the modified method is called cluster sampling MUSA algorithm (CSMUSA) and leads to an enhanced decision-making procedure, which is considered fundamental for the constant improvement of any educational platform and software and could be implemented by software companies during the design process.

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Section: Literature Review Cluster Samplingmentioning

confidence: 99%