Designing for Interdisciplinary Transfer to Reduce Intrinsic Cognitive Load, Increase Self-Efficacy, and Promote Conceptual Understanding in Introductory Programming

In this theoretical design paper, we describe using conjecture mapping to design an introductory computer science course curriculum to facilitate horizontal interdisciplinary transfer between algebra and programming. The bulk of this paper is an extended discussion of the empirical and theoretical justifications for and implications of three major conjectures, that instruction designed to encourage horizontal interdisciplinary transfer between algebra and computer science can (1) fulfill the requirements of horizontal inter-task transfer, increasing conceptual understanding in introductory programming, (2) decrease intrinsic cognitive load by drawing on students' latent prior knowledge in algebra, and (3) increase perceptions of experience in programming, preventing defensive classroom climates and increasing self-efficacy, particularly among students without conventional programming experience, who tend to be from underrepresented/minoritized groups. Next, we describe the design and fielding of this prototype course curriculum during a Summer 2022 synchronous remote introductory programming course at a large public research institution in the USA. Finally, we present a brief instructor experience report, with implications and future work.

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Published
2024-11-12
DOI
https://doi.org/10.1145/3699538.3699553
Primary Topic
Innovative Teaching and Learning Methods
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article
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article

Designing for Interdisciplinary Transfer to Reduce Intrinsic Cognitive Load, Increase Self-Efficacy, and Promote Conceptual Understanding in Introductory Programming

Lecia Barker, Noah Q. Cowit
Innovative Teaching and Learning Methods
article

Designing for Interdisciplinary Transfer to Reduce Intrinsic Cognitive Load, Increase Self-Efficacy, and Promote Conceptual Understanding in Introductory Programming

Lecia Barker, Noah Q. Cowit
article en

Abstract

In this theoretical design paper, we describe using conjecture mapping to design an introductory computer science course curriculum to facilitate horizontal interdisciplinary transfer between algebra and programming. The bulk of this paper is an extended discussion of the empirical and theoretical justifications for and implications of three major conjectures, that instruction designed to encourage horizontal interdisciplinary transfer between algebra and computer science can (1) fulfill the requirements of horizontal inter-task transfer, increasing conceptual understanding in introductory programming, (2) decrease intrinsic cognitive load by drawing on students' latent prior knowledge in algebra, and (3) increase perceptions of experience in programming, preventing defensive classroom climates and increasing self-efficacy, particularly among students without conventional programming experience, who tend to be from underrepresented/minoritized groups. Next, we describe the design and fielding of this prototype course curriculum during a Summer 2022 synchronous remote introductory programming course at a large public research institution in the USA. Finally, we present a brief instructor experience report, with implications and future work.

University of Colorado Boulder (US)
Openalex Percentile: Top 75%
Innovative Teaching and Learning Methods
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Designing for Interdisciplinary Transfer to Reduce Intrinsic Cognitive Load, Increase Self-Efficacy, and Promote Conceptual Understanding in Introductory Programming — Lecia Barker, Noah Q. Cowit · (2024) | TGRS Research Map | TGRS