21st century company law in Belgium

The new Belgian Code of Companies and Associations (BCCA) of 23 March 2019 entered into force on 1 May 2019 (See section 8 for the details.). The BCCA is divided in five parts, and further subdivided in different books. The first part, from book 1 to book 3, contains the general provisions that apply to companies, associations and foundations. Part 2 contains provisions specifically applicable to the different types of companies. Part 3 continues with the provisions that apply to associations and foundations. Part 4 deals with the restructuring and the transformation of the legal form and the last Part 5 contains provisions on the European legal forms

Linefish resources annual report for the year 2000. Part 3: towards a management plan for the Mozambican line fishery

The dependence of Mozambique on its marine resources is highly significant. There is a need for a plan of action for sustainable use of these important resources, for the benefit of the nation. In this document, some aspects are included, that can be important to take into consideration for a sound action plan for the lin fishery of Mozambique

Deviation of geodesics in FLRW spacetime geometries

The geodesic deviation equation (`GDE') provides an elegant tool to investigate the timelike, null and spacelike structure of spacetime geometries. Here we employ the GDE to review these structures within the Friedmann--Lema\^{\i}tre--Robertson--Walker (`FLRW') models, where we assume the sources to be given by a non-interacting mixture of incoherent matter and radiation, and we also take a non-zero cosmological constant into account. For each causal case we present examples of solutions to the GDE and we discuss the interpretation of the related first integrals. The de Sitter spacetime geometry is treated separately.Comment: 17 pages, LaTeX 2.09, 3 *.eps figures, Contribution to the forthcoming Engelbert Sch\"{u}cking Festschrift (Springer Verlag

A global conformal extension theorem for perfect fluid Bianchi space-times

A global extension theorem is established for isotropic singularities in polytropic perfect fluid Bianchi space-times. When an extension is possible, the limiting behaviour of the physical space-time near the singularity is analysed.Comment: 13 pages, no figures, revised and shortened, improved proof of main theorem, some correction