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and, consequently, z:rc(i) 0. Remark. The argument in parts (a) and (b) shows that if the step-size + sequence is divergent then 6% 0. We now examine the converse statement. -+ converges to w o and let us establish that the step-size sequence is (c) Let us now assume that wz divergent. Thus assume z k ( i ) -+ 0 and show that it implies C,"=,,+, - p ( j ) X k ) = ln(1

In Distributed Artificial Intelligence: Theory and Praxis (eds N Avouris and L Gasser), pp 179-195 ECSC, EEC, EAEC Jennings, N R and Wooldridge, M (eds) (1998a) Agent Technology: Foundations, Applications and Markets Springer, Berlin Jennings, N R and Wooldridge, M (1998b) Applications of intelligent agents In Agent Technology: Foundations, Applications and Markets (eds N R Jennings and M Wooldridge), pp 3-28 Springer, Berlin Jennings, N R, Corera, J M and Laresgoiti, I (1995) Developing industrial multi-agent systems In Proceedings of the 1st International Conference on Multi-Agent Systems (ICMAS951, San Francisco, CA, pp 423-430 Jennings, N R et al (1996a) Using ARCHON to develop real-world DAI applications for electricity transportation management and particle acceleration control IEEE Expert, 1 l(6),60-88 Jennings, N R et al (1996b) Agent-based business process management International Journal o f Cooperative Information Systems, 5(2-3), 105-130 Jennings, N R, Sycara, K and Wooldridge, M.

How shall we choose the relative frequency ij To answer this question, we consider the scattering of the simulation results for the observable g(j)nj/iij to be averaged in the simulation according to the right-hand side of (8.22). Of course, we wish to minimize the scattering. For a nonnegative observable g ( j ) . we could choose

0.5 each), i.e., E[Sz] Consequently, system,

R, = Ex%*,

(1998) A roadmap of agent research and development Autonomous Agents and Multi-Agent Systems, 1(1), 7-38 Jennings, N R et al (2001) Automated negotiation: prospects, methods and challenges International Journal of Group Decision and Negotiation, 10(2),199-21 5 Jeon, H, Petrie, C and Cutkosky, M R (2000) JATLite: a Java agent infrastructure with message routing IEEE Internet Computing, 4(2), 87-96..

provided that I( I) and its first derivative are transformable. The proof of this theorem employs the Laplace transform of the fu nction df( 1)1dl.

Often you have notations on drawings that are standard or typical of many drawings such as manufacturing requirements, notations concerning adherence to building code or national code requirements, or materials requirements. If this is the case, you can type these up in a word processor and import them onto your file using MTEXT. To test this out, type up a few sentences in Wordpad or Notepad. Open either ofthese programs under the Programs area of the start menu on your computer. Save the data as a .txt file or simple ASCII text file format, as shown in Figure 11.8. Make sure you are aware of what directory the text is being saved to. If you have a flash drive or floppy disk, that is the best place to put it. The extension will be .txt. The .rtf (rich text format) files work as well. Invoke MTEXT or multiline text, pick the location for your notation, and then right-click to get the Import Text function, as shown in Figure 11.9. Find the directory that contains your .txt file, and bring the file onto the current drawing.The text will be imported onto your file where required. You can change the size and font once it is in by highlighting it and adj listing the properties on the MTEXTmenu.

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