ICM 2026 Roundtable - Communicating Mathematics in Public Spaces

Value of the Information & Strength of the Argument

The video provides valuable insights into the practice of mathematics communication, drawing on the speakers’ extensive professional experience. The arguments are well-structured, with concrete examples such as the viral rubber duck story and the Café Teoremas initiative. The speakers effectively argue for the importance of media collaboration and direct public engagement, and they address practical challenges like finding hooks and building institutional support. The discussion is balanced, acknowledging the difficulties while offering actionable strategies. The value lies in the practical, experience-based knowledge shared, which is more persuasive than purely theoretical advice.

Scientific Rigor, Source Quality, Title Accuracy

The speakers are credible professionals in mathematics communication, and their claims are based on their own institutional experiences. The video does not cite external scientific sources, but it references specific projects and reports, such as the Deloitte report on the economic impact of mathematics in Italy, which is mentioned as available on the Unione Matematica Italiana website. The title accurately reflects the content, and the discussion stays on topic. The lack of formal citations is appropriate for a roundtable discussion format, and the information is presented with appropriate nuance.

The title accurately reflects the content: a roundtable discussion on communicating mathematics in public spaces, featuring multiple speakers and audience interaction.

7/10

The video is a roundtable discussion with expert speakers sharing professional experiences and strategies. The content is anecdotal and opinion-based, but the speakers are credible professionals in mathematics communication. No specific scientific claims are made, so the reliability is high for the domain of science communication practice.

Markers derived by PSI from the transcript: the creator did not define chapters.

• 01:00Introduction: The first speaker shares a quote about mathematics not being newsworthy and sets the stage for the discussion.
• 05:00The first speaker discusses the importance of traditional media and the need for institutions to collaborate with journalists.
• 10:00The first speaker presents the example of the rubber duck story and explains the need for professional communication profiles.
• 15:00The first speaker shares the success of Café Teoremas and its impact, followed by its cancellation and the birth of new sections.
• 20:00Mario Ponce begins his talk, introducing the questions of 'what, who, and how' in mathematics communication.
• 25:00Ponce discusses the two perspectives: mathematics for human flourishing and practical skills for an AI world.
• 30:00Ponce talks about the unpredictability of public audiences and the value of direct human interactions like festivals.
• 35:00Audience Q&A begins: speakers discuss finding hooks for media stories and the importance of institutional structure.
• 40:00A participant from Italy shares the Deloitte report on the economic impact of mathematics and the challenge of communicating with politicians.

• Café Teoremas (El País) — Mentioned as a successful section coordinated by the Institute of Mathematical Sciences, with over 350 articles and a million readers a year.
• Dimensión Fractal (eldiario.es) — Mentioned as a new section born after the cancellation of Café Teoremas.
• Entre Teoremas (ABC) — Mentioned as another new section born after the cancellation of Café Teoremas.
• Report on the economic impact of mathematical research in Italy — Mentioned by a participant as a Deloitte report available on the Unione Matematica Italiana website.

• Café Teoremas (El País) — The success of this section supports the speaker's claim that there is demand for mathematical content in media.
• Dimensión Fractal (eldiario.es) — The creation of this new section after Café Teoremas' cancellation reinforces the idea of sustained demand.
• Entre Teoremas (ABC) — Similar to Dimensión Fractal, this new section indicates ongoing interest in mathematics in Spanish media.