the belief in allah and having the inclination towards him is of the innate human disposition; and human beings have throughout the history sought to know their god and many have undeservingly applied the quest to false gods whom they have worshiped. in order to know allah, some people liken him to human beings or other creatures and even they attribute a body to him; yet others establish absol...

Huge amounts of information are increasingly being created and shared from various platforms with georeference playing a popular role. New effective ways to manage understand needed in order deal this growing complexity. Graphic interface design can help. With roots research on visual perception, the role visualization is ease understanding managing complex information. In later work, we presen...

‎In this paper we investigate a two classes of domains in $mathbb{C}^n$ generalizing the Hartogs triangle‎. ‎We prove optimal estimates for the mapping properties of the Bergman projection on these domains.

The refined x-ray crystal structure of the phase Mg(27)Al(10.7(2))Zn(47.3(2)) (Pa3) establishes it as the new 2/1 Bergman-type approximant of the icosahedral quasicrystal. The primitive cubic lattice consists of condensed triacontahedral and novel prolate rhombohedral (PR) clusters. Each triacontahedron encapsulates the traditional, multiply endohedral Bergman-type clusters, and each PR encapsu...

An explicit construction characterizing the operator-valued Bergman inner functions is given for a class of vector-valued standard weighted Bergman spaces in the unit disk. These operator-valued Bergman inner functions act as contractive multipliers from the Hardy space into the associated Bergman space, and they have a natural interpretation as transfer functions for a related class of discret...

In this paper, we shall study differential geometric properties of bounded domains in Cn. Here is the summary of our results. We consider an w-dimensional complex manifold M and the Hilbert space of square integrable holomorphic re-forms on M. After Bergman [3; 4; 5], we define the kernel form on M (instead of the kernel function) and, under certain assumptions, we define the invariant metric o...

Using recent characterizations of the compactness of composition operators on HardyOrlicz and Bergman-Orlicz spaces on the ball ([2, 3]), we first show that a composition operator which is compact on every Hardy-Orlicz (or Bergman-Orlicz) space has to be compact on H∞. Then, although it is well-known that a map whose range is contained in some nice Korányi approach region induces a compact comp...

Evolving Art) ft Yet the film is an Important one if for no other reason than that It allows us a glimpse of Bergman as an evolving film artist. It allows us a splendid opportunity to see that fluid style, mastery of the camera and ingenious power of creating mood that have made Bergman one of the mosthighly lauded directors in the history of film, In f The Naked Night" Mr. Bergman explores the...