In keeping with the statement of task (see Chapter 1), the workshop brought together international experts in secondary mathematics to discuss how their countries are modernizing their curricula. They shared how computational thinking, data science, and artificial intelligence (AI) are being addressed across four themes: (1) curriculum design and policy implementation, (2) assessment techniques and student learning, (3) technology tools and frameworks, and (4) instructional approaches and professional practice. The workshop was designed to provide opportunities at the end of each afternoon for participants to reflect on points of particular resonance.
Planning committee chair Padhu Seshaiyer looked back at the agenda for the first day, with Conrad Wolfram’s keynote address (Chapter 2), a session on curriculum and policy implementation (Chapter 3), a session on assessment and student learning (Chapter 4), and the mixed mini-session (Chapter 5). Seshaiyer first asked in-person participants to reflect on their reactions individually and capture them in Post-it notes. Then he asked them to discuss them informally with other neighboring attendees and solicited a volunteer per group to provide a brief summary of the discussions to the entire workshop.
He summarized some of the themes he heard that emerged from the exercise, noting that each comes from an individual respondent and does not necessarily represent the views of all workshop participants.
The most consistent tension expressed by participants is the “flooded” nature of modern curricula, he said. If AI and data science are added, several asked, what is removed? Seshaiyer highlighted some of the comments in this regard:
Seshaiyer said he agreed with the comments from some participants that policy is currently lagging behind innovation. For any curriculum change to succeed, the “human infrastructure” (teachers) must be supported, including the following:
Many participants commented that traditional standardized testing is the “wrong starting point” for AI education, Seshaiyer noted, and added the following:
Some of the discussions highlighted a shift from “access to hardware” to “access to mastery,” Seshaiyer pointed out:
The final set of comments that Seshaiyer shared noted that the presence of AI forces a reevaluation of what it means to be a “student.” He highlighted the following:
The exercise at the conclusion of the second day brought together the sessions across both days of the workshop, including, in addition to the above, the second keynote, by Junaid Mubeen (Chapter 6), the session on technology tools and frameworks (Chapter 7), and the final session on instruction (Chapter 8).
To set up this final exercise, Seshaiyer drew on an approach from the operations research community in which matrices help elucidate costs and benefits, risks and rewards, and other countervailing constraints. The matrix he proposed presented low to high effort on the x axis and low to high impact on the y axis. A “high-impact, low-effort” project, for example, would probably be pursued as a “quick win,” while a “low-impact, high-effort” option would be avoided. Those that may or may not be pursued are those that are “low-effort, low-impact” and “high-effort, high-impact” projects.
Similar to the process followed at the end of Day 1, participants worked individually and then in small groups before presenting their ideas across the matrix quadrants. Seshaiyer summarized some of the themes he heard that emerged from the exercise, noting that each suggestion comes from an individual respondent and does not necessarily represent the views of all workshop participants. Overall, he said, he noticed a clear shift from resource sharing and messaging (quick wins) toward systemic reform and teacher empowerment (long-term goals).
These are “low-hanging fruit” actions, mostly focused on advocacy, curation, and open collaboration, Seshaiyer commented, to include
These represent fundamental shifts in the educational ecosystem that require significant time, funding, and cultural change, to include the following:
These items were noted as having less transformative power but being relatively easy to maintain or implement, Seshaiyer explained:
While the groups did not explicitly list items that required high effort for low impact, Seshaiyer said he picked up on several warning areas based on their feedback:
Some groups also categorized several ideas as “middle ground,” focusing on implementation nuances related to the adoption of technology for specific classrooms (Group 2) and outcomes and processes for computational literacy (Group 5).
Seshaiyer again thanked presenters and attendees for their participation in the workshop and pointed to development of a repository of workshop materials and an upcoming webinar series. He called attention to the designation of 2026 as the Year of Mathematics, facilitated in the United States by the Conference Board of the Mathematical Sciences.1
Zarek Drozda underscored the value of the convening and of further collaboration and networking. He commented on a tendency to feel discouraged after some workshops given the gaps and barriers identified in the course of the discussions. However, he said, he heard many ideas that are already working in different countries and contexts, keeping in mind Wolfram’s call for larger changes as well. The idea that people from 17 to 20 countries came together is also powerful, he added, and posed whether some kind of advocacy or research undertaken together could follow.
Farshid Safi said he was energized by the sessions and eager to continue the conversations. He urged collaborative, systematic ways to share knowledge, such as the upcoming conference of the Association of Mathematics
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1 For more information, see https://theyearofmath.org
Teacher Educators. As another example, David Weintrop highlighted an effort by Transforming Post-Secondary Education (TPSE) to convene research mathematicians to begin to consider elements that may be taken out of the mathematics curriculum, with all the new areas to be included. Another TPSE effort is looking at mathematics at the undergraduate level.
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