Bastos, J. L. R., de Araujo, R. R., Neto, T. P. da N., & de Andrade, A. A. (2025). Well-rounded lattices from odd prime degree number fields in the ramified case. Advances in Geometry, 25(3), 361-367. https://doi.org/10.1515/advgeom-2025-0018
ISO-690 (author-date, English)BASTOS, Jefferson Luiz Rocha, DE ARAUJO, Robson Ricardo, NETO, Trajano Pires da Nóbrega und DE ANDRADE, Antonio Aparecido, 2025. Well-rounded lattices from odd prime degree number fields in the ramified case. Advances in Geometry. 1 Juli 2025. Vol. 25, no. 3, p. 361-367. DOI 10.1515/advgeom-2025-0018.
Modern Language Association 9th editionBastos, J. L. R., R. R. de Araujo, T. P. da N. Neto, und A. A. de Andrade. „Well-Rounded Lattices from Odd Prime Degree Number Fields in the Ramified Case.“. Advances in Geometry, Bd. 25, Nr. 3, Juli 2025, S. 361-7, https://doi.org/10.1515/advgeom-2025-0018.
Mohr Siebeck - Recht (Deutsch - Österreich)Bastos, Jefferson Luiz Rocha/de Araujo, Robson Ricardo/Neto, Trajano Pires da Nóbrega/de Andrade, Antonio Aparecido: Well-rounded lattices from odd prime degree number fields in the ramified case., Advances in Geometry 2025, 361-367.
Emerald - HarvardBastos, J.L.R., de Araujo, R.R., Neto, T.P. da N. und de Andrade, A.A. (2025), „Well-rounded lattices from odd prime degree number fields in the ramified case.“, Advances in Geometry, Vol. 25 No. 3, S. 361-367.