APA (7th ed.) Citation

Kurdachenko, L. A., Semko, M. M., & Subbotin, Y. (2017). Leibniz algebras, whose all subalgebras are ideals.

Chicago Style (17th ed.) Citation

Kurdachenko, L. A., M. M. Semko, and Ya Subbotin. Leibniz Algebras, Whose All Subalgebras Are Ideals. 2017.

MLA (8th ed.) Citation

Kurdachenko, L. A., et al. Leibniz Algebras, Whose All Subalgebras Are Ideals. 2017.