muraqqa golshan is one of the famous masterpieces manuscripts which is made and illustrated during jahangir shah’s reign in india (century 11 ah). one of the importances of this muraqqa is about art historic studies of iranian and indian paintings at the time of safaivid and mugals when iranian art and culture was noticeable for mugal kings. furthermore, this is a collection in various types of...

drama has an ancient history in india. the sanskrit dramatic literature developed in an organized traditional infrastructure and continued during centuries. the main origins of drama in india are the dialogue-like vedic chants, vedic rituals, and epic recitation. related arts such as dance and music were important in appearance and development of drama in india. moreover, greek dramas may have ...

historic resources of iranian art history are a few and their precedence also isn’t very impressive. precedence of versions which have paid to the artist’s works and biographies especially painters don’t exceed from five hundred years. whereas this ancient land has works that their precedence dating back thousands of years. ghazi ahmad monshi ghomi is the writer of the book, golestane honar. hi...

We propose a variational approach for deblurring and impulsive noise removal in multi-channel images. A robust data fidelity measure and edge preserving regularization are employed. We consider several regularization approaches, such as Beltrami flow, Mumford-Shah and Total-Variation Mumford-Shah. The latter two methods are extended to multi-channel images and reformulated using the Γ -converge...

In this paper we investigate the image of the l-adic representation attached to the Tate module of an abelian variety over a number field with endomorphism algebra of type I or II in the Albert classification. We compute the image explicitly and verify the classical conjectures of Mumford-Tate, Hodge, Lang and Tate, for a large family of abelian varieties of type I and II. In addition, for this...

In this paper it is shown that any regular critical point of the Mumford-Shah functional, with positive definite second variation, is an isolated local minimizer with respect to competitors which are sufficiently close in the L1 -topology.