Purpose Drawing on the discursive properties of placemaking theory, this paper discusses development film tourism in Crete from release award-winning Zorba Greek (dir. Michael Cacoyannis, ZG ) to date. The approach is “genealogical,” seeking explain how -inspired ended up being more than about itself owing historical contingency.

 Background: Appetite is one of the main obesity-controlling factors that can be influenced by hormones, including leptin and ghrelin. This study aimed to determine the effects of zinc supplementation on the serum levels of leptin, ghrelin, C-reactive protein (CRP), and anthropometrical indices in obese individuals with increased appetite and zinc deficiency. Methods: This study was conducted a...

‎in this paper some properties of weak regular injectivity for $s$-posets‎, ‎where $s$ is a pomonoid‎, ‎are studied‎. ‎the behaviour‎ ‎of different kinds of weak regular injectivity with products‎, ‎coproducts and direct sums is considered‎. ‎also‎, ‎some‎ ‎characterizations of pomonoids over which all $s$-posets are of‎ ‎some kind of weakly regular injective are obtained‎. ‎further‎, ‎we‎ ‎giv...

Let G = (V,E) be a 2-connected plane graph on n vertices with outer face C such that every 2-vertex cut of G contains at least one vertex of C. Let PG(q) denote the chromatic polynomial of G. We show that (−1)nPG(q) > 0 for all 1 < q ≤ 1.2040.... This result is a corollary of a more general result that (−1)ZG(q,w) > 0 for all 1 < q ≤ 1.2040..., where ZG(q,w) is the multivariate Tutte polynomial...

The cohomology of a group G with coefficients in a left G–module M is denoted H .GIM /. We are primarily interested in the case where M is the group ring, ZG . Since ZG is a G–bimodule, H .GIZG/ inherits the structure of a right G– module. When G is discrete and acts properly and cocompactly on a contractible CW complex , there is a natural topological interpretation for this cohomology group:...

By the gauge group bundle of a principal bundle P(B,G) we mean the Lie group bundle associated to P(B, G) through the conjugacy action of G on itself. Given only B and a Lie group bundle M on B, we ask if there exists P(B, G) with gauge group bundle isomorphic to M and, if so, how they can be described. Using a form of Whitehead’s concept of crossed module, in place of the idea of an ‘abstract ...

The STAR collaboration presents jet substructure measurements related to both the momentum fraction and opening angle within jets in \pp \AuAu collisions at \sqrtsn $= 200$ GeV. observables include SoftDrop groomed (\zg), radius (\rg), subjet (\zsj) (\tsj). latter observable is introduced for first time. Fully corrected are presented compared leading order Monte Carlo models. \tsj~distributions...

We describe new combinatorial methods for constructing explicit free resolutions of Z by ZG-modules when G is a group of fractions of a monoid where enough least common multiples exist (“locally Gaussian monoid”), and, therefore, for computing the homology of G. Our constructions apply in particular to all Artin–Tits groups of finite Coxeter type. Technically, the proofs rely on the properties ...

Aldosterone-producing adenomas (APAs) vary in phenotype and genotype. Zona glomerulosa (ZG)-like APAs frequently have mutations of an L-type calcium channel (LTCC) CaV1.3. Using a novel antagonist of CaV1.3, compound 8, we investigated the role of CaV1.3 on steroidogenesis in the human adrenocortical cell line, H295R, and in primary human adrenal cells. This investigational drug was compared wi...

G. Navarro raised the question whether the ordinary character table X(G) of a finite group G determines the Sylow numbers of G. In this note we show that this is the case when G is nilpotent-by-nilpotent, quasinilpotent, Frobenius group or a 2-Frobenius group. In particular Sylow numbers of supersoluble groups are determined by their ordinary character table. If G and H are finite groups with i...