Norms on Quotient Spaces of The 2-Inner Product Space
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Gähler, S., 1964, Lineare 2-normierte Räume, Math. Nachr. 28, 1–43.
Gähler, S., 1969, Untersuchungen über verallgemeinerte m-metrische Räume. I, Math. Nachr. 40, 165–189
Gähler, S., 1969, Untersuchungen über verallgemeinerte m-metrische Räume. II, Math. Nachr. 40, 229–264
Gähler, S., 1969, Untersuchungen über verallgemeinerte m-metrische Räume. III, Math. Nachr. 41, 23–36
Batkunde, H., & Gunawan, H., 2019, On the topology of 𔑛-normed spaces with respect to norms of its quotient spaces, Adv. Stud. Contemp., 29, 89-98.
Gunawan, H., & Mashadi., 2001, On 𔑛-normed spaces, Int. J. Math. Math. Sci. 27, 631-639.
Konca, S., & Idris, M., 2015, Equivalence among three 2-norms on the space of p-summable sequences, Journal of Inequalities and Special Functions, 7(4), 218-224.
Huang, X., & Tan, A., 2018, Mapping of preserving n-distance one in 𔑛-normed spaces, Aequationes Math. 92, 401-413.
Batkunde, H., Gunawan, H., & Neswan, O., 2018, 𔑛-Normed spaces with norms of its quotient spaces, J. Phys.: Conf. Ser. 1097, 012079.
Najmabadi, B. M., Shateri, T. L., & Sadeghi, G., 2020, A Type of Orthonormal Bases on 2-*-Inner Product Spaces, Studia Scientiarum Mathematicarum Hungarica, 57(4), 541-551.
Sababe, S. H., 2020, On 2-inner product spaces and reproducing property, The Korean Journal of Mathematics, 28(4), 973-984.
Roman, S., 2005, Advance Linear Algebra. Springer: New York, pp 87-89.
Gunawan, H., 2002, Inner products on n-inner product spaces. Soochow Journal of Mathematics, 28(4), 389-398.