Mechanistic Models of Virus–Bacteria Co-Infections in Humans: A Systematic Review of Methods and Assumptions
Description:
Article investigates the relationship between asymptotic structures and geometric properties in Banach spaces by constructing a reflexive Banach space with an unconditional basis whose spreading models are uniformly equivalent to the unit vector basis. The study demonstrates that, despite these highly regular asymptotic properties, every infinite-dimensional closed subspace fails the Lebesgue property, providing a strong separation of asymptotic phenomena within Banach space theory.
Date:
August 21, 2025
Creator:
Dhakal, Mani; Singh, Brajendra K. & Azad, Rajeev K.
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Partner:
UNT College of Science