Cita APA (7a ed.)

Popov, S. (2024). Are there "small cardinal models" of a Banach space, whose dual space is in Stegall`s class, but it is not $weak^{*}$-fragmentable, or large cardinals are a must?

Cita Chicago Style (17a ed.)

Popov, Svilen. Are There "Small Cardinal Models" of a Banach Space, Whose Dual Space Is in Stegall`s Class, but It Is Not $weak^{*}$-fragmentable, or Large Cardinals Are a Must? 2024.

Cita MLA (9a ed.)

Popov, Svilen. Are There "Small Cardinal Models" of a Banach Space, Whose Dual Space Is in Stegall`s Class, but It Is Not $weak^{*}$-fragmentable, or Large Cardinals Are a Must? 2024.