The bounded approximation property of variable Lebesgue spaces and nuclearity
The bounded approximation property of variable Lebesgue spaces and nuclearity is a scholarly work by Michael Ruzhansky, published in 2018 in ''Mathematica Scandinavica''. The main subjects of the publication include pure mathematics, TRACE, harmonic analysis, Lebesgue number, Lp space, Banach space, exponent, discrete mathematics, Lebesgue integration, property, variable, mathematics, and bounded function. The authors apply the obtained results to derive criteria for nuclearity and trace formulae for periodic operators on $\mathbb{R}^n$ in terms of global symbols..