Explicit Instruction and Executive Functioning Capacity: A New Direction in Cognitive Load Theory

2021 ◽  
pp. 002205742110332
Author(s):  
Nani Restati Siregar

Explicit instruction is a teaching strategy that aims to avoid cognitive overload experienced by students which aims to improve academic performance. Previous research has mentioned working memory as a cognitive capacity that processes information and cognitive control and supports the success of explicit teaching on student academic performance. The core components of the executive function consist of working memory, but also inhibitory control and shifting. This review of the article provides new directions for the development of cognitive load theory on explicit teaching and research on executive function-based information processing aimed at avoiding cognitive load.

2020 ◽  
Vol 8 (2) ◽  
Author(s):  
Intan Safiah ◽  
Muhammad Yunus

Video Presentation is a learning medium that is very supportive of the e-learning-based learning process. Learning videos can help reduce the cognitive load of learners. Cognitive load is a theoretical concept with a very central role in the educational research literature. The basic idea of cognitive load theory is that cognitive capacity in working memory is limited, so that if the learning task requires too much capacity, learning will be hampered. This study aims to review the results of research that explores the use of video presentations to overcome cognitive load in blended learning. Through a review of research on learning using a published video presentation model. The aim of this study is to identify strategies used by researchers in overcoming cognitive load in learning activities, and also to synthesize current literature on the impact of using video presentations on learning outcomes. This study uses a research library research method. The results of the study found that one way to optimize the use of working memory capacity and avoid cognitive overload is to design an instructional system, one of which is a video presentation. Cognitive load theory has been researched and proven to be overcome by using video presentations. This study openly explores the limitations of video presentations in blended learning to overcome cognitive load and improve learning outcomes by identifying a number of related conceptual, methodological and application problems.


2016 ◽  
Vol 2 (4) ◽  
pp. 131-138 ◽  
Author(s):  
Michael Meguerdichian ◽  
Katie Walker ◽  
Komal Bajaj

This analysis explores how to optimise knowledge transfer in healthcare simulation by applying cognitive load theory to curriculum design and delivery for both novice and expert learners. This is particularly relevant for interprofessional learning which is team-based, as each participant comes to the simulation experience with different levels of expertise. Healthcare simulation can offer opportunities to create complex and dynamic experiences that replicate real clinical situations. Understanding Cognitive Load Theory can foster the acquisition of complex knowledge, skills and abilities required to deliver excellence in patient care without overwhelming a learner's ability to handle new materials due to working memory limitations. The 2 aspects of working memory that will be explored in this paper are intrinsic load and extrinsic load. These will be addressed in terms of the learner's level of expertise and how to consider these elements to enhance the learning environment in simulation scenario development and delivery. By applying the concepts of Cognitive Load Theory, this paper offers educators a method to tailor their curricula to navigate working memory and optimise the opportunity for knowledge transfer.


2021 ◽  
Vol 20 (1) ◽  
pp. 38-46
Author(s):  
Ouhao Chen ◽  
Slava Kalyuga

Cognitive load theory (CLT) uses working memory resources depletion to explain the superiority of spaced learning, predicting that working memory resources will be less taxed if there are resting/spacing periods inserted between learning tasks, in comparison to learning from the same tasks in a single session. This article uses the working memory resources depletion effect, as a factor, to investigate the hypothesis that delayed testing would show superior results to immediate testing on math tasks for primary students in Singapore, as participants' working memory resources might be restored because of the resting between the immediate and delayed tests. Results confirmed higher performance on the delayed test than on the immediate test, as well as more working memory resources available for the delayed test.


Author(s):  
Patricia M. Boechler

Cognitive load theory (CLT) is currently the most prominent cognitive theory pertaining to instructional design and is referred to in numerous empirical articles in the educational literature (for example, Brünken, Plass, & Leutner, 2003; Chandler & Sweller, 1991; Paas, Tuovinen, Tabbers, & Van Gerven, 2003; Sweller, van Merri¸nboer, & Paas, 1998). CLT was developed to assist educators in designing optimal presentations of information to encourage learning. CLT has also been extended and applied to the design of educational hypermedia and multimedia (Mayer & Moreno, 2003). The theory is built around the idea that the human cognitive architecture has inherent limitations related to capacity, in particular, the limitations of human working memory. As Sweller et al. (pp. 252-253) state: The implications of working memory limitations on instructional design cannot be overstated. All conscious cognitive activity learners engage in occurs in a structure whose limitations seem to preclude all but the most basic processes. Anything beyond the simplest cognitive activities appear to overwhelm working memory. Prima facie, any instructional design that flouts or merely ignores working memory limitations inevitably is deficient. It is this factor that provides a central claim to cognitive load theory. In order to understand the full implications of cognitive load theory, an overview of the human memory system is necessary.


Author(s):  
Ouhao Chen ◽  
Slava Kalyuga

In classroom, student learning is affected by multiple factors that influence information processing. Working memory with its limited capacity and duration plays a key role in learner ability to process information and, therefore, is critical for student performance. Cognitive load theory, based on human cognitive architecture, focuses on the instructional implications of relations between working memory and learner knowledge base in long-term memory. The ultimate goal of this theory is to generate effective instructional methods that allow managing students' working memory load to optimize their learning, indicating the relations between the form of instructional design and the function of instructional design. This chapter considers recent additions to the theory based on working memory resources depletion that occurs after exerting significant cognitive effort and reverses after a rest period. The discussed implications for instructional design include optimal sequencing of learning and assessment tasks using spaced and massed practice tasks, immediate and delayed tests.


2021 ◽  
pp. 004005992110482
Author(s):  
Michael J. Kennedy

There are numerous reasons why students with disabilities struggle in school. A key reason is professionals in the field may not pay enough attention to students’ overwhelmed cognitive capacity. Cognitive load theory explains that all humans have limited capacity at any given time to use their auditory, visual, and tactile inputs (independently or collectively) to acquire new information and store it in long-term memory. When available cognition is overwhelmed – which can be caused by any number of reasons – learning cannot occur. In this article, we introduce the key aspects of cognitive load theory and give specific examples of how special educators can use this information to shape their instruction to support students’ unique needs.


2019 ◽  
Vol 31 (2) ◽  
pp. 293-317 ◽  
Author(s):  
Stoo Sepp ◽  
Steven J. Howard ◽  
Sharon Tindall-Ford ◽  
Shirley Agostinho ◽  
Fred Paas

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