A limit theorem for Bernoulli convolutions and the Φ-variation of functions in the Takagi class. Citation: Han, Xiyue , Alexander Schied, and Zhenyuan Zhang. “A limit theorem for Bernoulli ...

We study the moduli of continuity of functions of bounded variation and of their variation functions. It is easy to see that the modulus of continuity of a function of bounded variation is always ...

Abstract Motivated by a general theory of finite asymptotic expansions in the real domain for functions f of one real variable, a theory developed in a previous series of papers, we present a detailed ...

Spectral variation function is used to detect salient segments (segments with sharp spectral transitions). It is calculated from cosine of the angle between the averaged feature vectors of the ...

In this paper, we study functions of bounded variation on a complete and connected metric space with finite one-dimensional Hausdorff measure. The definition of BV functions on a compact interval ...

However, in the meta-analysis, there was variation between the included studies’ direction of effect and it is possible that this variation may be in part related to differences in intervention ...

Article citations More>> L. Maligranda and W. Orlicz, “On Some Properties of Functions of Generalized Variation,” Monatshefte für Mathematik, Vol. 104, No. 1, 1987, pp. 53-65. has been cited by the ...

The next chapter of the thesis is devoted to special functions of bounded variation (SBV functions) and to the properties of this functional space. Thanks to the preliminary work, the last chapter of ...

The variation exists at the amino acid sequence level between homologous members of a locus and at a broader genome sequence level where gene haplotypes for SNPs are clear between wheat varieties ...

The functions Φ we consider form a very wide class of functions that are regularly varying at zero. Moreover, for each such function Φ, our results provide, in a straightforward manner, a large and ...