Educational Technology

Teachers Extending Their Knowledge in Online Collaborative Learning Environments: Opportunities and Challenges

STEM Categorization
Day
Fri

Join two projects to discuss the challenges and opportunities afforded through online environments for providing professional development and supporting classroom implementation of mathematical practices.

Date/Time
-

Teams of researchers from Drexel University, Rutgers University, University of Missouri, and the Math Forum have been investigating online environments for math education and math teacher professional learning communities. The Virtual Math Teams project has developed a synchronous, multi-user GeoGebra implementation and studies the learning of small groups as well as the preparation of teachers to facilitate this learning.

Session Types

Leveraging Open Source Tools across NSF-funded Projects: Partnerships, Integration Models, and Developer Communities

STEM Categorization
Day
Fri

Discuss the potential utility of CODAP and other open source tools in your work, effective cross-project partnerships, and supporting developer communities around open source materials.

Date/Time
-
Session Materials

Goal: Participants will explore the spectrum of “working together” from collaboration to community. Alongside participant examples, CODAP will be used as a model to explore the range of possibilities.

Objectives: That participants

Session Types

Co-Design Processes to Support the Development of Educational Innovations

STEM Categorization
Day
Thu

Join a discussion about co-design approaches that can help ensure that educational innovations are designed and used to support teaching and learning in early childhood.

Date/Time
-
Facilitators

Perspectives on Solution Diversity and Divergent Thinking in K–12 Engineering Design Learning Experiences

STEM Categorization
Day
Thu

Consider multiple approaches to valuing, supporting, and studying the diversity of students’ solutions to design problems through poster presentations and small-group discussion.

Date/Time
-

“Solution diversity” has been proposed as one key characteristic that distinguishes engineering design from other disciplinary pursuits. Engineering designers recognize that for any design problem, there will be multiple acceptable solutions, and informed designers have been found to strive for “idea fluency” through divergent thinking techniques that assist them in exploring the design space (Crismond & Adams, 2012).

Session Types

Game-Based Learning Assessments: Using Data from Digital Games to Understand Learning

STEM Categorization
Day
Thu

Discover how digital games can inform classroom teaching using data from innovative formative assessments from three different game-based projects.

Date/Time
-

This session aims to open up a conversation about of how games can be used for formative assessment and how data from digital games can inform classroom teaching.

Session Types

Data-Intensive Research in Education: New Opportunities for Making an Impact

STEM Categorization
Day
Thu

Join a facilitated discussion about the application of data science to education, drawing on a recent NSF-sponsored report. Participants share insights from DR K–12 projects.

Date/Time
-

The Computing Research Association’s report from an NSF-sponsored workshop describes seven next steps for data-intensive research in education:

Session Types

Promoting productive mathematical discourse: Tasks in collaborative digital environments

Powell, A. B., & Alqahtani, M. M. (2015). Promoting productive mathematical discourse: Tasks in collaborative digital environments. In T. G. Bartell, K. N. Bieda, R. T. Putnam, K. Bradfield, & H. Dominguez (Eds.), Proceedings of the 37th annual meeting of the North American Chapter of the International Group for the Psychology of Mathematics Education (pp. 1246-1249). East Lansing, MI: Michigan State University.

Author/Presenter

Arthur B. Powell

Muteb M. Alqahtani

Lead Organization(s)
Year
2015
Short Description

Tasks can be vehicles for productive mathematical discussions. How to support such discourse in collaborative digital environments is the focus of our theorization and empirical examination of task design that emerges from a larger research project. We present our task design principles that developed through an iterative research design for a project that involves secondary teachers in online courses to learn discursively dynamic geometry by collaborating on construction and problem-solving tasks in a cyber learning environment. In this study, we discuss a task and the collaborative work of a team of teachers to illustrate relationships between the task design and productive mathematical discourse. Implications suggest further investigations into interactions between characteristics of task design and learners mathematical activity.

Instrumental development of teachers’ reasoning in dynamic geometry

Alqahtani, M. M., & Powell, A. B. (2015, March). Instrumental development of teachers’ reasoning in dynamic geometry. Paper presented at the 2015 annual meeting of the American Educational Research Association, Chicago, IL.

Author/Presenter

Muteb M. Alqahtani

Arthur B. Powell

Lead Organization(s)
Year
2015
Short Description

To contribute to understanding how teachers can develop geometrical understanding, we report on the discursive development of teachers’ geometrical reasoning through instrument appropriation while collaborating in an online dynamic geometry environment (DGE). Using the theory of instrument-mediated activity, we analysis the discourse and DGE actions of a group of middle and high school mathematics teachers who participated in a semester-long, professional development course. Working in small teams, they collaborated to solve geometric problems. Our results show that as teachers appropriate DGE artifacts and transform its components into instruments, they develop their geometrical knowledge and reasoning in dynamic geometry. Our study contributes to a broad understanding of how teachers develop mathematical knowledge for teaching.

Tasks promoting productive mathematical discourse in collaborative digital environments

Powell, A. B., & Alqahtani, M. M. (2015). Tasks promoting productive mathematical discourse in collaborative digital environments. In N. Amado & S. Carreira (Eds.), Proceedings of the 12th International Conference on Technology in Mathematics Teaching. (pp. 68-76). Faro, Portugal: Universidade do Algarve.

Author/Presenter

Arthur B. Powell

Muteb M. Alqahtani

Lead Organization(s)
Year
2015
Short Description

Rich tasks can be vehicles for productive mathematical discussions. How to support such discourse in collaborative digital environments is the focus of our theorization and empirical examination of task design that emerges from a larger research project. We present the theoretical foundations of our task design principles that developed through an iterative research design for a project that involves secondary teachers in online courses to learn discursively dynamic geometry by collaborating on construction and problem-solving tasks in a cyberlearning environment. In this study, we discuss a task and the collaborative work of a team of teachers to illustrate relationships between the task design, productive mathematical discourse, and the development of new mathematics knowledge for the teachers. Implications of this work suggest further investigations into interactions between characteristics of task design and learners mathematical activity.

Constructing Scientific Arguments Using Evidence from Dynamic Computational Climate Models

Pallant, A., & Lee H.-S. (2015). Constructing scientific arguments using evidence from dynamic computational climate models. Journal of Science Education and Technology. 24 (2-3) 378-395. doi 10.1007/s10956-014-9499-3.

Author/Presenter

Amy Pallant

Hee-Sun Lee

Lead Organization(s)
Year
2014
Short Description

Modeling and argumentation are two important scientific practices students need to develop throughout school years. In this paper, we investigated how middle and high school students (N=512) construct a scientific argument based on evidence from computational models with which they simulated climate change. We designed scientific argumentation tasks with three increasingly complex dynamic climate models. Each scientific argumentation task consisted of four parts: multiple-choice claim, open ended explanation, five-point Likert scale uncertainty rating, and open-ended uncertainty rationale.
We coded 1,294 scientific arguments in terms of a claim’s consistency with current scientific consensus, whether explanations were model based or knowledge based and categorized the sources of uncertainty (personal vs. scientific). We used chi-square and ANOVA tests to identify significant patterns. Results indicate that (1) a majority of students incorporated models as evidence to support their claims, (2) most students used model output results shown on graphs to confirm their claim rather than to explain simulated molecular processes, (3) students’ dependence on model results and their uncertainty rating diminished as the dynamic climate models became more and more complex, (4) some students’ misconceptions interfered with observing and interpreting model results or simulated processes, and (5) students’ uncertainty sources reflected more frequently on their assessment of personal knowledge or abilities related to the tasks than on their critical examination of scientific evidence resulting from models. These findings have implications for teaching and research related to the integration of scientific argumentation and modeling practices to address complex Earth systems.