H. Gaebler

most citedOn the complete separation of unique

ℓ_{1}

spreading models and the Lebesgue property of Banach spaces

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.AP2025

Convergence of linear solutions through convergence of periodic initial data

Harrison Gaebler, Wesley R Perkins

When studying the stability of $T$ -periodic solutions to partial differential equations, it is common to encounter subharmonic perturbations, i.e. perturbations which have a period…

math.FA2024★ 1 cited

On the complete separation of unique $ℓ_{1}$ spreading models and the Lebesgue property of Banach spaces

Harrison Gaebler, Pavlos Motakis, Bunyamin Sari

We construct a reflexive Banach space $X_{D}$ with an unconditional basis such that all spreading models admitted by normalized block sequences in $X_{D}$ are unifo…

Convergence of linear solutions through convergence of periodic initial data

On the complete separation of unique ℓ1​ spreading models and the Lebesgue property of Banach spaces

On the complete separation of unique $ℓ_{1}$ spreading models and the Lebesgue property of Banach spaces