here, the concept of electric capacity on finsler spaces is introduced and the fundamentalconformal invariant property is proved, i.e. the capacity of a compact set on a connected non-compact finslermanifold is conformal invariant. this work enables mathematicians and theoretical physicists to become morefamiliar with the global finsler geometry and one of its new applications.

This paper proposes a new grocery store layout based on the association among product categories. The very first grocery stores displayed their products in an industrial approach, which have produced the present day grocery store layouts based on “sectors” as fruits, vegetables, magazines, cds, and so on. This approach is company oriented and it fails to respond to the needs of the time-pressur...

INTRODUCTION The aim of this multi-center retrospective study was to quantify the changes in alveolar bone height and thickness after using two different rapid palatal expansion (RPE) activation protocols, and to determine whether a more rapid rate of expansion is likely to cause more adverse effects, such as alveolar tipping, dental tipping, fenestration and dehiscence of anchorage teeth. ME...

OBJECTIVE To determine the factors associated with the presence of cytoplasmic droplets in boars. METHODS A systematic review was carried out in which 133 articles were found, 70 were eliminated due to duplication, and 65 were finally selected: 57 in Cab Abstract, 39 in Pub Med, 20 in Agricola, and 17 in Science Direct. Forty-seven articles were found with an available full text. Data was tab...

in this note we characterize the compact weighted frobenius-perron operator $p$ on $l^1(sigma)$ and determine their spectra. we also show that every weakly compact weighted frobenius-perron operator on $l^1(sigma)$ is compact.

We show that for almost all perturbations in a one-parameter family of KAM Hamiltonians on smooth compact surface, Lagrangian tori $\Lambda_\omega$, we can find semiclassical measure with positive mass $\Lambda_\omega$.