A Schauder basis for $L_1(0,\infty )$ consisting of non-negative functions

Abstract

We construct a Schauder basis for $L_1$ consisting of non-negative functions and investigate unconditionally basic and quasibasic sequences of non-negative functions in $L_p$, $1\le p<\infty$.

Cited by in corpus (1)

• A probabilistic framework for particle-based reaction-diffusion dynamics using classical Fock space representations