investigating species diversity and richness is essential for defining conservation priorities. in addition, determining landscape parameters influencing species diversity and richness is important for selecting and designing parks and protected areas. kohgiluyeh & boyer ahmad province is a mountainous region, comprises hills, mounds, forests and plains. this vast province has high species dive...

Some authors studied the matrix ] [ ij a A  which entries depend on j i, . In [6] Solak and Bahsi studied the matrix of the form ] [ ij b B  where 1 ) , max(    j i a bij . They studied some properties of this matrix. Bozkort in [3] computed the spectral norms of the matrices related with integer sequences. In [2] Solak and Bozkort determined bounds for the spectral and p l norm of Cauchy-...

risk, including losartan, diuretics, fibrates and nonsteroidal anti-inflammatory drugs, and the presence of metabolic syndrome as defined by ATP III criteria. We found the odds ratios to be attenuated suggesting the presence of some confounding by these factors. However, the original finding in our paper [1] of a positive association between serum uric acid and CKD remained the same. Second, Dr...

METOCLOPRAMIDE has been used in the treatment of various gastro-intestinal disorders for over a decade. Dystonic reactions to metoclopramide have been reported previously by Casteels-Van Daele et al (1970) and also Witzel (1968). The symptoms of dystonia appeared in their patients following the administration of metoclopramide in doses exceeding 0.5 mg/kg body weight for longer than a 24-hour p...

In [14], Van Daele introduced the notion of an algebraic quantum group. We proved in [5] and [9] that such algebraic quantum groups give rise to C *-algebraic quantum groups according to Masuda, Nakagami & Woronowicz. In this paper, we will pull down the analytic structure of these C *-algebraic quantum groups to the algebraic quantum group.

The Multiplier Hopf Group Coalgebra was introduced by Hegazi in 2002 [7] as a generalization of Hope group caolgebra, introduced by Turaev in 2000 [5], in the non-unital case. We prove that the concepts introduced by A.Van Daele in constructing multiplier Hopf algebra [3] can be adapted to serve again in our construction. A multiplier Hopf group coalgebra is a family of algebras A = {A α } α∈π ...