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and therefore the local conditional independence statement A nondescsGi+1 (A) parentsGi+1 (A) | parentsGi+1 (A) can be derived by applying the decomposition axiom Together with the induction hypothesis we have that it is implied by the local conditional independence statements derivable from G This completes the induction The set of nodes of the resulting graph Gk is often called the smallest ancestral set of X Y Z An ancestral set is a set of nodes of a directed graph that is closed under the ancestor relation, ie, for each node in the set all its ancestors are also in the set A set S of nodes is called the smallest ancestral set of a set W of nodes, if it is an ancestral set containing W and there is no true subset of S that is also an ancestral set containing W.



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Stage at Virgelle (m)

(We do not prove, though, that the set of nodes of the resulting graph Gk is indeed a smallest ancestral set, because this is not relevant for the proof) In the second phase of the proof the desired conditional independence statement is derived from the local conditional independence statements that can be read from Gk This is done by forming four sequences (Wi )i I , (Xi )i I , (Yi )i I , and (Zi )i I , I = {0, , |Uk |}, of disjoint subsets of nodes, such that certain conditional independence statements hold for all i These sequences are constructed as follows: The first elements are all empty, ie, W0 = X0 = Y0 = Z0 = Let o : Uk {1, .





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We also worked for some time on a joint DECT/GSM standard However, this suffered from project DECT having worked on old phase 1 versions of our speci cations without consulting SMG while we were well advanced on phase 2 Although a speci cation set was published, it formed part of DECT, rather than GSM SMG1 was also asked to prepare a report on radio local loop could GSM be commercially suitable for this application There was also a companion report from RES3 who had identi ed some weaknesses in the GSM standard for this application SMG1 considered that GSM could be used, although since it was designed for cellular use, it was somewhat overspeci ed and not optimised for radio local loop However, the cost saving in removing unnecessary features would be very little and the advantages of large production runs of a single design GSM would outweigh this.

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Lin, CC, Kuo, SW, and Chuang, HR A 24-GHz Printed Meander-Line Antenna for USB-WLAN with Notebook-PC Housing IEEE Microwave Wireless Component Lett Vol 15, Sept 2005, pp 546 548 Lin, CJ, Nyquist, DP, and Chen, KM Short Cylindrical Antennas with Enhanced Radiation or High Directivity Trans IEEE Vol AP-18, July 1970, pp 576 580 Liu, G, Grimes, CA, and Grimes, DM A Time-Domain Technique for Determining Antenna Q Microwave Optical Tech Lett Vol 21, 20 June 1999, pp 395 398 Long, SA McAllister, MW, and Shen, LC The Resonant Cylindrical Dielectric Cavity Antenna Trans IEEE Vol AP-31, May 1983, pp 406 412 Luk, KM and Leung, KW Dielectric Resonator Antennas Research Studies Press Ltd, 2003 Maclean, TSM and Ramsdale, PA.

, |Uk |} be a topological order5 of the nodes in Gk and let Ai+1 , i 0, be the (i + 1)-th node of this topological order, ie, o(Ai+1 ) = i + 1 In the step from i to (i + 1) the node Ai+1 is added to exactly one of the sets Wi , Xi , Yi , and Zi according to / Wi {Ai+1 }, if Ai+1 X Y Z Ai+1 | Z | X Gk Ai+1 | Z | Y Gk , Wi+1 = otherwise, Wi , Xi {Ai+1 }, if Ai+1 X (Ai+1 Z Ai+1 | Z | X Gk ), / Xi+1 = otherwise, Xi , Yi {Ai+1 }, if Ai+1 Y (Ai+1 Z Ai+1 | Z | Y Gk ), / Yi+1 = otherwise, Yi , Zi+1 = Zi {Ai+1 }, Zi , if Ai+1 Z, otherwise..

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