This paper examines how a mathematically rich card game, Betta-the-Bee, supported home-school continuity in early mathematics when it was first introduced in kindergarten and later taken home by children. The study was conducted in a public kindergarten in Turin, Italy, and adopted an exploratory case study design. Data came from three parent questionnaires, an online focus group with three parents, and a supporting interview with two teachers. The analysis focused on parents’ initial recognition of mathematics and mathematical play, on the home re-enactment of the game, and on the forms of continuity that emerged through that process. The study contributes to research on home-school continuity in mathematics by identifying children’s mediation of a rule-governed mathematical practice as a plausible mechanism through which continuity may be sustained across settings.
Children as mediators of home-school continuity in early mathematics: the case of Betta-the-Bee
soldano carlotta
Co-first
;casi raffaeleCo-first
2026-01-01
Abstract
This paper examines how a mathematically rich card game, Betta-the-Bee, supported home-school continuity in early mathematics when it was first introduced in kindergarten and later taken home by children. The study was conducted in a public kindergarten in Turin, Italy, and adopted an exploratory case study design. Data came from three parent questionnaires, an online focus group with three parents, and a supporting interview with two teachers. The analysis focused on parents’ initial recognition of mathematics and mathematical play, on the home re-enactment of the game, and on the forms of continuity that emerged through that process. The study contributes to research on home-school continuity in mathematics by identifying children’s mediation of a rule-governed mathematical practice as a plausible mechanism through which continuity may be sustained across settings.| File | Dimensione | Formato | |
|---|---|---|---|
|
[19] Soldano&Casi_2026_Children as mediators_IJPAM.pdf
Accesso aperto
Tipo di file:
PDF EDITORIALE
Dimensione
1.05 MB
Formato
Adobe PDF
|
1.05 MB | Adobe PDF | Visualizza/Apri |
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.



