Minbar is one of the most important additional architectural elements of any mosque. Its importance in emphasizing the Qiblah direction as well as the position of Imam in order to deliver sermon (khutba) leads to the flourish and interference of a fairly large number of handicrafts like wooden decorations and related features specific to the mosque architecture like tile works and stucco design...

The Islamic tombs in Palembang date from the 16th-20th century AD. Some of are plain and some have decorations. Ornaments affixed to jirat tombstones. ornaments found on headstones include medallions. medallion vary shape commonly temple buildings Java 9th-16th centuries decorative motifs time Darussalam Sultanate. varied interesting study similarities differences with those Java, as well reaso...

In this paper we overview the technology and production processes used to create “The Parthenon”, a short computer animation that visually reunites the Parthenon and its sculptural decorations, separated since the beginning of the 19th century. The film used combinations of time-of-flight laser scanning, structured light scanning, photometric stereo, inverse global illumination, photogrammetric...

The energy, area and excess energy of a decorated vertex in a 2D foam are calculated. The general shape of the vertex and its decoration are described analytically by a reference pattern mapped by a parametric Moebius transformation. A single parameter of control allows to describe, in a common framework, different types of decorations, by liquid triangles or 3-sided bubbles, and other non-conv...

In this work, we describe a set of coordinates on the PU(2,1)-representation variety of the fundamental group of an oriented punctured surface Σ with negative Euler characteristic. The main technical tool we use is a set of geometric invariants of a triple of flags in the complex hyperpolic plane H C . We establish a bijection between a set of decorations of an ideal triangulation of Σ and a su...

The Decoration Conjecture describes the structure of the set of braid types of Smale’s horseshoe map ordered by forcing, providing information about the order in which periodic orbits can appear when a horseshoe is created. A proof of this conjecture is given for the class of so-called lone decorations, and it is explained how to calculate associated braid conjugacy invariants which provide add...

We study the unwheeled rational Kontsevich integral of torus knots. We give a precise formula for these invariants up to loop degree 3 and show that they appear as a coloring of simple diagrams. We show that they behave under cyclic branched coverings in a very simple way. Our proof is combinatorial: it uses the results of Wheels and Wheelings and new decorations of diagrams.

We propose a software architecture for semantics-based annotation of data extracted from Web sources. Starting from the LiXto suite, which enables semi-automated extraction of XML data from regular documents, we present a solution for attaching background information to individual tags by means of so-called decorations. Decoration is carried out as an inferential activity in the formal context ...

decorations of parse forests usingdynamic programming and algebraicpower series. Theoretical Computer Science.To appear.Tendeau, Frédéric. 1997b. An Earleyalgorithm for generic attribute augmentedgrammars and applications. In Proceedingsof the International Workshop on ParsingTechnologies 1997, pages 199–209.Viterbi, Andrew J. 1967. Error bounds forconvol...