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Timothy Teo

Researcher at Murdoch University

Publications -  235
Citations -  11110

Timothy Teo is an academic researcher from Murdoch University. The author has contributed to research in topics: Technology acceptance model & Structural equation modeling. The author has an hindex of 48, co-authored 224 publications receiving 8681 citations. Previous affiliations of Timothy Teo include University of Western Australia & Nanyang Technological University.

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Using structural equation modeling (SEM) in educational research: Practices and Issues

Timothy Teo
TL;DR: Structural Equation Modeling (SEM) is a statistical approach to test hypotheses about the relationships among observed and latent variables as discussed by the authors. But, it is not suitable for the analysis of complex models.

An Exploratory Case Study into Chinese EFL Teachers' Commentary Practices in Oral Presentations.

TL;DR: This article examined the nature and processes of three experienced EFL teachers' commentary on students' classroom oral presentations in a Chinese university and found that teachers' comments on oral presentations were feedback-focused in nature; however, they diversified their comments in terms of delivery mode, function and focus.
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Understanding Chinese female university teachers’ intention to pursue a PhD degree: some insights from a Chinese university

TL;DR: Zhang et al. as mentioned in this paper conducted a qualitative study to explore the factors underpinning the intention to pursue a PhD degree among female teachers in a Chinese university and found that participants were evaluating their pursuit of a doctoral degree in the clashes between the entrenched social-cultural beliefs of women's role and the institutional expectation of a fully devoted scholar.
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Towards greater precision in latent construct measurement: What's the Rasch?

TL;DR: In virtually all studies that involve the measurement of attitude and perception in the field of educational technology, the self‐report is used, and two mistakes that researchers often make are assuming that items are always on an interval scale (ie, equidistant measurement) and that response options arealways on an equivalent scale.