Design principles for intertwining local and nonlocal mathematics - The case of relating registers and representations in abstract algebra

A. Dellori, L. Wessel, in: M. Trigueros, B. Barquero, R. Hochmuth, J. Peters (Eds.), Proceedings of INDRUM2022, 2022, pp. 572–573.

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Book Chapter | English
Book Editor
Trigueros, M.; Barquero, B.; Hochmuth, R.; Peters, J.
Publishing Year
Book Title
Proceedings of INDRUM2022
Page
572-573
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Dellori A, Wessel L. Design principles for intertwining local and nonlocal mathematics - The case of relating registers and representations in abstract algebra. In: Trigueros M, Barquero B, Hochmuth R, Peters J, eds. Proceedings of INDRUM2022. ; 2022:572-573.
Dellori, A., & Wessel, L. (2022). Design principles for intertwining local and nonlocal mathematics - The case of relating registers and representations in abstract algebra. In M. Trigueros, B. Barquero, R. Hochmuth, & J. Peters (Eds.), Proceedings of INDRUM2022 (pp. 572–573).
@inbook{Dellori_Wessel_2022, title={Design principles for intertwining local and nonlocal mathematics - The case of relating registers and representations in abstract algebra}, booktitle={Proceedings of INDRUM2022}, author={Dellori, Anna and Wessel, Lena}, editor={Trigueros, M. and Barquero, B. and Hochmuth, R. and Peters, J.}, year={2022}, pages={572–573} }
Dellori, Anna, and Lena Wessel. “Design Principles for Intertwining Local and Nonlocal Mathematics - The Case of Relating Registers and Representations in Abstract Algebra.” In Proceedings of INDRUM2022, edited by M. Trigueros, B. Barquero, R. Hochmuth, and J. Peters, 572–73, 2022.
A. Dellori and L. Wessel, “Design principles for intertwining local and nonlocal mathematics - The case of relating registers and representations in abstract algebra,” in Proceedings of INDRUM2022, M. Trigueros, B. Barquero, R. Hochmuth, and J. Peters, Eds. 2022, pp. 572–573.
Dellori, Anna, and Lena Wessel. “Design Principles for Intertwining Local and Nonlocal Mathematics - The Case of Relating Registers and Representations in Abstract Algebra.” Proceedings of INDRUM2022, edited by M. Trigueros et al., 2022, pp. 572–73.

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