Pointwise properties of functions of bounded variation in metric spaces
Pointwise properties of functions of bounded variation in metric spaces is a scholarly work by Heli Tuominen, Juha Kinnunen, Riikka Korte, and Nageswari Shanmugalingam, published in 2013 in ''Revista Matematica Complutense''. The main subjects of the publication include mathematical analysis, pure mathematics, performance indicator, Bounded deformation, Lipschitz function, harmonic analysis, Fractional Laplacian, metric space, pointwise operation, transportation theory, Lebesgue integration, discrete mathematics, mathematics, bounded function, standard probability space, and function of bounded variation. The authors give examples which show that the authors' main result is optimal for $$BV$$ functions in this generality.