Jordan’s Accession to the WTO: Retrospective and Prospective

Jordan acceded to the WTO in 1999. In its accession Jordan agreed, for example, to reduce tariffs on imported products and open its services market; it also modified its intellectual property regime. Jordan enjoyed special and differential treatment in few areas and was not able to designate olive oil as a good eligible for special safeguards. The WTO agreements required fundamental changes in the domestic laws and regulations of Jordan. The article concludes by arguing that Jordan’s accession to the WTO was a lengthy and costly process. Jordan agreed to an arduous package of legal and economic reforms. Given that Jordan agreed to greater commitments compared to the obligations of the original WTO members, the multilateral trading system witnessed an accession saga

Jordan property for non-linear algebraic groups and projective varieties

A century ago, Camille Jordan proved that the complex general linear group $GL_n(C)$ has the Jordan property: there is a Jordan constant $C_n$ such that every finite subgroup $H \le GL_n(C)$ has an abelian subgroup $H_1$ of index $[H : H_1] \le C_n$. We show that every connected algebraic group $G$ (which is not necessarily linear) has the Jordan property with the Jordan constant depending only on $\dim \, G$, and that the full automorphism group $Aut(X)$ of every projective variety $X$ has the Jordan propertyComment: American Journal of Mathematics (to appear); minor change

Jordan Imports and Tariff Regimes: A Revisit

Jordan made substantial market access commitments as part of its WTO membership negotiations. Jordan has low average tariffs with single or two digits rate and ad valorem-only duties with some exceptions where specific duties apply. Customs standards in Jordan were streamlined in accordance with WTO rules. Jordan confirmed in its accession to the WTO that free zones or export processing zones would be fully subject to the coverage of the commitments taken in the protocol of accession. The purpose of this article is to examine and analyse Jordan’s current imports and tariffs regime

On conformal Jordan cells of finite and infinite rank

This work concerns in part the construction of conformal Jordan cells of infinite rank and their reductions to conformal Jordan cells of finite rank. It is also discussed how a procedure similar to Lie algebra contractions may reduce a conformal Jordan cell of finite rank to one of lower rank. A conformal Jordan cell of rank one corresponds to a primary field. This offers a picture in which any finite conformal Jordan cell of a given conformal weight may be obtained from a universal covering cell of the same weight but infinite rank.Comment: 9 pages, LaTeX, v2: typo corrected, comments added, version to be publishe