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Editors contains: "Hofmann, H"

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  1. Rajala, A; Cortez, A; Hofmann, H; Jornet, A; Lotz-Sisitka, H; Markauskaite, L (Ed.)
    This study investigated the seeds of algebraic thinking that Kindergarten students use when engaging with function tables and graphs. Through interviews with three Kindergarteners, we explored how they reasoned about functional relationships. Our results illustrate how the Kindergarteners used seeds of algebraic thinking when using function tables and graphs to represent and reason about functional relationships. Building on the seeds of algebraic thinking and Knowledge in Pieces frameworks, we categorized these seeds as either strategies (classify, pair, and compare) or ideas (seeds of covariation). Strategy seeds were goal-oriented, and seeds of covariation were elicited without any goal and reflected a broader understanding of change between quantities. 
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    Free, publicly-accessible full text available June 30, 2026
  2. Rajala, A; Cortez, A; Hofmann, H; Jornet, A; Lotz-Sisitka, H; Markauskaite, L (Ed.)
    Free, publicly-accessible full text available June 13, 2026
  3. Rajala, A; Cortez, A; Hofmann, H; Jornet, A; Lotz-Sisitka, H; Markauskaite, L (Ed.)
    Free, publicly-accessible full text available June 13, 2026
  4. Rajala, A; Cortez, A; Hofmann, H; Jornet, A; Lotz-Sisitka, H; Markauskaite, L (Ed.)
    Free, publicly-accessible full text available June 13, 2026
  5. Rajala, A; Cortez, A; Hofmann, H; Jornet, A; Lotz-Sisitka, H; Markauskaite, L (Ed.)
    Free, publicly-accessible full text available June 10, 2026