ORGANIZATION REALIZATION EVENTS

Brand Owner (click to sort) Address Description
CPPC Hoffmann Eitle Patent- und Rechtsanwälte PartmbB Arabellastrasse 30 81925 München Germany Organization and realization of events in the form of seminars, conferences and symposia providing advanced training in the field of industrial property law;Printed matter;
LB Lennart-Bernadotte-Stiftung Schloss Mainau 78465 Insel Mainau Germany Organization and realization of events for cultural, educational and teaching purposes, concerts, conferences, congresses, symposia, seminars, competitions; education and teaching; training, continuing education and further education;Financial support;LENNART BERNADOTTE;Color is not claimed as a feature of the mark.;Placing of scientific, commercial and economic contacts; consultancy in business matters;Services for accommodation and catering;
 

Where the owner name is not linked, that owner no longer owns the brand

    
Technical Examples
  1. A method for rapidly forming a stochastic model of Gaussian or related type, representative of a porous heterogeneous medium such as an underground reservoir, constrained by data characteristic of the displacement of fluids. The method comprises construction of a chain of realizations representative of a stochastic model (Y) by gradually combining an initial realization of (Y) and one or more other realization(s) of (Y) referred to as a composite realization, and minimizing an objective function (J) measuring the difference between a set of non-linear data deduced from the combination by means of a simulator simulating the flow in the medium and the data measured in the medium, by adjustment of the coefficients of the combination. The composite realization results from the projection of the direction of descent of the objective function, calculated by the flow simulator for the initial realization, in the vector subspace generated by P realizations of (Y), randomly drawn and independent of one another, and of the initial realization. During optimization, the chain is explored so as to identify a realization that allows minimizing the objective function (J). In order to sufficiently reduce the objective function, sequentially constructed chains are explored by taking as the initial realization the optimum realization determined for the previous chain. The method may be used for development of oil reservoirs.