Thanyaluck Ingkavara

Ms. Thanyaluck Ingkavara

orcid

Research Focus & Metrics

Academic Career Length

5Years (2022-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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23 June 2022 in Computers and Education: Artificial Intelligence
Verified
Journal Article
Open access
TIThanyaluck Ingkavara
Thanyaluck Ingkavara
PPPatcharin Panjaburee
Patcharin Panjaburee
NSNiwat Srisawasdi
Niwat Srisawasdi
SSSuthiporn Sajjapanroj
Suthiporn Sajjapanroj


30 November 2023 in Engineering Proceedings
Verified
Conference Paper
Open access
PDF file
TIThanyaluck Ingkavara
Thanyaluck Ingkavara
WWWararat Wongkia
Wararat Wongkia
PPPatcharin Panjaburee
Patcharin Panjaburee
Technology is used in research to satisfy the needs of the public. As there is a growing trend for adaptive/personalized learning, intelligent tutoring systems are used in various studies to overcome personal limitations. Thus, we reviewed the trends and characteristics of adaptive/personalized learning and intelligent tutoring systems in mathematics learning. Fifty-four relevant research articles (from 2010 to 2022) were selected and analyzed to investigate system parameters, roles of the systems in learning, mathematics contents, and learning outcomes. The analysis results showed the trends in research issues and challenges to be solved.

12 March 2025 in European Journal of Mathematics and Science Education
Verified
Journal Article
Closed access
PDF file
TIThanyaluck Ingkavara
Thanyaluck Ingkavara
PYPratchayapong Yasri
Pratchayapong Yasri
This study investigates an integrative instructional model combining Concrete-Pictorial-Abstract (CPA), Task Analysis (TA), and the 3R strategies (relaxation, repetition, and routine) in teaching mathematics to students with learning disabilities (LD). LD is a neurological disorder that affects the capacity to acquire skills in reading, writing, and mathematics, presenting persistent challenges that traditional teaching approaches may not fully address. Through an ethnographic approach involving participatory observation of a teacher and three LD students over a semester, this study examines how the CPA model—progressing from concrete objects to pictorial aids and then to abstract concepts—can be customised to individual needs. Findings highlight that CPA is most effective when adapted to the diverse learning styles of LD students. While one student thrives with tactile tools to reinforce understanding, another becomes distracted, viewing the concrete aids as play items, and a third displays a preference for abstract reasoning without needing pictorial or tangible support. The TA framework, used to deconstruct complex tasks, enables students to engage in incremental learning steps, while the 3R approach helps foster a supportive learning environment by incorporating relaxation, routine, and reinforcement of concepts. By accommodating individual learning preferences, teachers can support diverse cognitive processes and promote meaningful progress in mathematical understanding. The study calls for educators to move beyond conventional one-size-fits-all strategies, advocating for personalised and adaptive approaches that can better meet the unique needs of LD students in mathematics education.