An Lq(Lp)-theory of divergence and non-divergence form parabolic equations is presented. The main coefficients are supposed to belong to the class V MOx, which, in particular, contains all measurable functions depending only on t. The method of proving simplifies the methods previously used in the case p = q.

[Purpose] The aim of this review was to present the available evidence for the effect of McConnell taping on knee biomechanics in individuals with anterior knee pain. [Methods] The PubMed, Medline, Cinahl, SPORTDiscus, PEDro and ScienceDirect electronic databases were searched from inception until September 2014. Experimental research on knee biomechanical or EMG outcomes of McConnell taping co...

In this paper we obtain an explicit formula of Cauchy--Szego kernel for quaternionic Siegel upper half space, and then based on this, prove that the projection Heisenberg group is a Calderon--Zygmund operator via verifying size regularity conditions kernel. Next, also suitable version pointwise lower bound kernel, which further implies characterisations boundedness compactness commutator BMO VM...

Objective Due to the substantial prevalence of patellofemoral pain syndrome and importance quadriceps strengthening in knee rehabilitation, determining best way activate strengthen patella stabilizing muscles is considered as one important keys treatment. The aim this study evaluate effect different hip rotations associated with ankle dorsiflexion during maximal straight leg raising (SLR) maneu...

Abstract An optimal first-order global regularity theory, in spaces of functions defined terms oscillations, is established for solutions to Dirichlet problems the p -Laplace equation and system, with right-hand side divergence form. The exact mutual dependence among solution, datum on side, boundary domain these exhibited. A comprehensive formulation our results given Campanato seminorms. New ...