R. Lechner

most citedDirect sums of finite dimensional

S L_{n}^{\infty}

spaces

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

collaborators

2 papers

math.FA2019★ 1 cited

The factorization property of $ℓ^{\infty} (X_{k})$

R. Lechner, P. Motakis, P. F. X. Müller +1

In this paper we consider the following problem: Let $X_{k}$ , be a Banach space with a normalized basis $(e_{(k, j)})_{j}$ , whose biorthogonals are denoted by $(e_{(k, j)}^{*})_{j}$ , for $k\…

math.FA2017★ 1 cited

Direct sums of finite dimensional $S L_{n}^{\infty}$ spaces

Richard Lechner

$S L^{\infty}$ denotes the space of functions whose square function is in $L^{\infty}$ , and the subspaces $S L_{n}^{\infty}$ , $n \in N$ , are the finite dimensional building blocks of…

The factorization property of ℓ∞(Xk​)

Direct sums of finite dimensional SLn∞​ spaces

The factorization property of $ℓ^{\infty} (X_{k})$

Direct sums of finite dimensional $S L_{n}^{\infty}$ spaces