APA (7th ed.) Citation

Kostrzewa, T., & Mazowiecka, K. (2025). Existence of minimal maps of degree one in $W^{\frac1p,p}(\mathbb S^1,\mathbb S^1)$ for $p \in [p',2]$, where $p' \approx 1.13924$.

Chicago Style (17th ed.) Citation

Kostrzewa, Tomasz, and Katarzyna Mazowiecka. Existence of Minimal Maps of Degree One in $W^{\frac1p,p}(\mathbb S^1,\mathbb S^1)$ for $p \in [p',2]$, Where $p' \approx 1.13924$. 2025.

MLA (9th ed.) Citation

Kostrzewa, Tomasz, and Katarzyna Mazowiecka. Existence of Minimal Maps of Degree One in $W^{\frac1p,p}(\mathbb S^1,\mathbb S^1)$ for $p \in [p',2]$, Where $p' \approx 1.13924$. 2025.