From May 25 to October 7,2024,L’éCOLE China,School of Jewelry Arts(supported by Van Cleef & Arpels) presents the "Garden of Emeralds" exhibition in its Shanghai campus.As part of the "Discover...From May 25 to October 7,2024,L’éCOLE China,School of Jewelry Arts(supported by Van Cleef & Arpels) presents the "Garden of Emeralds" exhibition in its Shanghai campus.As part of the "Discover the Gemstones" series,the exhibition gives pride to this green precious mineral and explores its history in many regions of the world,from Asia to Europe including the Middle East.Gathering both raw stones and pieces of jewelry from museum collections and private lenders,it addresses the topic through the three main pillars of L’éCOLE:gemmology,savoir-faire and the history of jewelry.展开更多
In this paper, in order to find a set of element orders of projective special liner group PSL(2,q) and num-bers of elements every order and order of group,we give a search algorithm and discuss complexity of the algor...In this paper, in order to find a set of element orders of projective special liner group PSL(2,q) and num-bers of elements every order and order of group,we give a search algorithm and discuss complexity of the algorithm.展开更多
文摘From May 25 to October 7,2024,L’éCOLE China,School of Jewelry Arts(supported by Van Cleef & Arpels) presents the "Garden of Emeralds" exhibition in its Shanghai campus.As part of the "Discover the Gemstones" series,the exhibition gives pride to this green precious mineral and explores its history in many regions of the world,from Asia to Europe including the Middle East.Gathering both raw stones and pieces of jewelry from museum collections and private lenders,it addresses the topic through the three main pillars of L’éCOLE:gemmology,savoir-faire and the history of jewelry.
文摘In this paper, in order to find a set of element orders of projective special liner group PSL(2,q) and num-bers of elements every order and order of group,we give a search algorithm and discuss complexity of the algorithm.
