Two new species, Sarcophaga (Sarcosolomonia) collessi sp.nov. and Sarcophaga (Sarcorohdendorfia) clavus sp.nov., both collected in Queensland, Australia, are described, and the following four new synonymies are proposed: Sarcophaga horti Blackith and Blackith, 1988 syn.nov. of Sarcophaga bancroftorum Johnston and Tiegs, 1921; Sarcophaga fergusonina Hardy, 1940 syn.nov. of Sarcophaga assimilis M...

Abstract We show that certain monotone functionals on the Hardy spaces and convex Bergman are maximized at normalized reproducing kernels among functions of norm 1, thus proving contractivity conjecture Pavlovi? Brevig, Ortega-Cerdà, Seip Zhao Wehrl-type entropy for SU (1, 1) group Lieb Solovej, respectively.

OBJECTIVES Assessment of the Hardy-Weinberg proportion (HWP) in controls has been widely used as a quality control measure in case-control association studies. However, when the disease being studied is common, controls might not represent the general population, which could result in inaccurate HWP test results. Such results could lead investigators to discard important single-nucleotide polym...

Let T be a Calderon-Zygmund operator, a classical result of Coifman, Rochberg and Weiss (see [7]) states that the commutator [b, T ] = T (bf)−bTf (where b ∈ BMO(Rn)) is bounded on Lp(Rn) for 1 < p < ∞; Chanillo (see [2]) proves a similar result when T is replaced by the fractional integral operator. However, it was observed that [b, T ] is not bounded, in general, from Hp(Rn) to Lp(Rn) for p ≤ ...

— Let X be a Riemannian symmetric space of the noncompact type. We prove that the solution of the time-dependent Schrödinger equation on X with square integrable initial condition f is identically zero at all times t whenever f and the solution at a time t0 > 0 are simultaneously very rapidly decreasing. The stated condition of rapid decrease is of Beurling type. Conditions respectively of Gelf...

Fourier spectrum of the boundary values of functions in the complex Hardy Space H(C+) is characterized for p ∈ (0, 2). First, functions f in the L(R) can be decomposed into a sum g + h, where g and h are the non-tangential boundary limits of function in H(C+) and H(C−) in the sense of L(R), where H(C+) and H(C−) are the Hardy spaces in the upper and lower complex plane C+ and C−, respectively. ...

We give necessary and sufficient conditions on a pair of positive radial functions V and W on a ball B of radius R in R, n ≥ 1, so that the following inequalities hold for all u ∈ C 0 (B):

Seven new species of Euphranta Loew are described, viz., Euphranta dysoxyli David, sp. nov., E. hyalipennis David & Freidberg, sp. nov, E. diffusa David, sp. nov., E. haldwanica Hancock & Goodger, sp. nov. and E. thandikudi David, sp. nov. from India; E. neochrysopila David, Freidberg, Hancock & Goodger, sp. nov. from Sri Lanka and E. ridleyi Hancock & Goodger, sp. nov. from Singapore. Notes ar...

In this paper, we use an identity of Fink and present some interesting identities inequalities for real valued functions r-convex respectively. We also obtain generalizations Hardy-Littlewood-P?lya type inequalities. addition, the Cebysev functional Gr?ss find bounds remainder in obtained identities. Finally, result related to Ostrowski