When Youth Enter The Chat: An Epistemic Shift in the Validation of LLM-Based Measures of Student Talk
Organizations: Stanford University, Stanford, CA, United States
Abstract
LLMs are being used increasingly to measure aspects of student discourse (e.g. talk moves, collaboration, equity of voice) at scale. Typically, LLM-based measures of student talk use transcriptions of classroom conversations that only include verbal contributions, which de-contextualize student language. Common practices for validating these measures include comparing outputs against expert annotations by adults, using held out evaluation sets and F1 scores. We argue that these approaches are insufficient to ensure that such measures are meaningful and equitable for teaching and learning, particularly for racially and linguistically marginalized youth. In order to center the youth whose talk is being analyzed, re-contextualizing these classroom conversations and engaging youth in the research process is necessary. Sharing epistemic authority with youth, ultimately, centers their point of view and adds crucial nuance to the analysis of their talk that adult experts, researchers, and LLMs cannot provide. In a case study of multilingual youth in one 8th-grade math classroom, we address the epistemic exclusion of youth by employing multiple ethnographically-oriented methods to re-contextualize student conversations and center youth as epistemic authorities in conversation with researchers and LLMs. We conducted participant observations, interviews, focus groups, and member checks with four focal students. Findings reveal that there were misalignments between students' interpretations of their own math talk experiences and the LLM-based measures of their talk. Students contested both the LLM classifications and the coding scheme used to measure their talk, highlighting the need for youth to be involved in the epistemic process of producing knowledge about their experiences.
Figures & tables
| Speaker | Line | Dialogue |
|---|---|---|
| Ximena | 1 | “But I subtract th-, that, that to that.” |
| Destiny | 2 | “No, you minus on these sides, right?” |
| Ximena | 3 | “Yeah.” |
| Destiny | 4 | “That’s how we learned yesterday, and then do the same thing on these numbers once you figure out this answer.” |
| Ximena | 5 | “Oh, oh it’s ninety one. That’s why.” |
| 6 | “This is ninety one.” |
| Code Type | Code | Definition | Example |
| Topic | Off-Task | Talk not pertaining to the assigned task and how to engage with it. | “I’m just gonna go back there and play Fortnite. I somehow know how to play Fortnite.” |
| Understanding | Discussing group or individual’s understanding of a mathematical idea, question, or problem. Disscussing whether or not or to the extent to which the group or individual feels like they understand or do not understand. | “Okay, ya lo entiendo.” (Okay, I understand it now) | |
| Recording | Talk pertaining to the recording equipment or the university researchers using it to observe them. | “Estoy diciendo cosas y tengo el micrófono.” (I am saying things and I have the microphone.) | |
| Talk Move | Question | Asks a question | “Why?” |
| Claim | A mathematical statement of fact or conjecture that can be proven false or not. | “Veinte por cuarenta es ochenta.” (Twenty times forty is eighty.) | |
| Next-Step | Suggests the next step for the group or an individual to take. | “Try and see if eight can go into twenty-four on this.” |
| Feature | Old F1 | New F1 | New Precision | New Recall |
|---|---|---|---|---|
| Off-Task | 0.764 | 0.817 | 0.734 | 0.921 |
| Understanding | 0.639 | 0.700 | 0.605 | 0.830 |
| Recording | 0.661 | 0.682 | 0.564 | 0.863 |
| Question | 0.717 | 0.947 | 0.955 | 0.938 |
| Claim | 0.653 | 0.757 | 0.894 | 0.656 |
| Next-Step | 0.586 | 0.631 | 0.515 | 0.815 |
| Student | Off-Task | Understanding | Recording | Question | Claim | Next-Step | Disagree |
|---|---|---|---|---|---|---|---|
| Diego | 0/2 | 0/6 | – | 0/10 | 5/12 | 0/1 | 1/1 |
| Drake | 1/5 | 1/4 | – | 0/6 | 0/6 | 1/1 | 0/1 |
| Destiny | 0/8 | 0/5 | 1/2 | 0/8 | 1/4 | 1/3 | 0/2 |
| Ximena | 5/8 | 0/4 | – | 1/4 | 3/17 | 0/1 | – |
| Speaker | Line | Dialogue |
|---|---|---|
| Destiny | 1 | “Divided by six.” |
| 2 | “Negative one. Right? Am I, am I dumb or am I dumb?” | |
| Ximena | 3 | “I don’t know see honey bunch, you’re asking the wrong person over here.” |
| 4 | “Let’s be for real. you’re asking the wrong person.” |
Appendix figures & tables1 asset
Supplementary material from the paper’s appendix.
Appendix
| Phase | Questions / Prompts |
|---|---|
| Participant Retrospection Introduction | I want to talk about some of the moments when you were talking in your math class and how you felt and what you were thinking during those moments. Let’s read this example together. |
| Retrospection Questions | “Can you tell me more about this and what you were doing here?" |
| “Could you tell me how you were feeling during this moment?” | |
| Member Check Introduction | One of the things we want to be able to learn from looking at how students talk in math is how to help teachers notice the brilliant and interesting conversations you all are having. As part of our research to understand the ways students talk in math class we are using Large Language Models (think of something like ChatGPT) to see how they pick up on the way you all talk to each other. So we can give the model a written version of your conversation and ask it to look for when a student asked a question, added on to what someone else said, or shared an idea about math. Here are some examples of what this model picked up from your conversation. Thinking about what you remember happening in this moment, what do you think about what the model noticed? |
| Member Check Questions | “If you agree, why do you agree?" |
| "If you disagree, why do you disagree?” |
AI in Education
AI in Education studies how artificial intelligence can support teaching, learning, assessment, and educational decision-making.
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