BACKGROUND AND PURPOSE: There is mounting evidence suggesting widespread
aberrations in neural connectivity as the underlying neurobiology of autism. Using DTI to assess …

… For p = 1, the proof is similar, but simpler, because we need not introduce the function n(r).
In the case 0 < p < 1 the relation (3.3) is used, and the proof resembles that for p = 1. …

Various results on LP· behaviour of power series with positive coeffidents are extended to
Lipschitz spaces. For example, we have a characterization (decomposition) of these spaces, …

… For a function f : W → C we say f is m-valent in W if f admits every value at most m times
and some value exactly m times. We use notation Vf (z0) for the valency of f at z0. See [Ly] for …

… Then any holomorphic mapping f from M into N decrease distances up to a constant
depending only on the curvature of M and N period Royden .. open square bracket Ro closing …

… Mateljevic, “Quasiconformal and harmonic mappings between smooth Jordan domains,”
Novi Sad Journal of Mathematics, vol. 38, no. 3, pp. … Bozin and M. Mateljevic, “Some …

… Mateljevic, Note on Schwarz lemma, curvature and distance, Zb. Radova PMF 13 (1992)
25–29. [7] … [8] M. Mateljevic, Estimates for the modulus of the derivatives of harmonic …

Extremal mappings have been one of the main topics in the theory of quasiconformal mappings
since its earliest days, when Gr6tzsch solved the extremal problem for two rectangles. …

This article describes a teaching strategy that synergizes computing and management,
aimed at the running of complex projects in industry and academia, in the areas of civil …

… On C n we define the standard Hermitian inner product by < z , w … n z k w k ‾ for z , w ∈ C
n and by | z | = < z , z > we denote the norm of vector z. By B = B n we denote the unit ball in C n …