By Sheng Jin, Byung-Jae Choi (auth.), Tai-hoon Kim, Hojjat Adeli, Adrian Stoica, Byeong-Ho Kang (eds.)
This publication contains chosen papers of the overseas meetings, CA and CES3 2011, held as a part of the longer term iteration info know-how convention, FGIT 2011, along with GDC 2011, Jeju Island, Korea, in December 2011. The papers awarded have been conscientiously reviewed and chosen from a variety of submissions and focuse at the quite a few facets of keep watch over and automation, and circuits, regulate, conversation, electrical energy, electronics, strength, procedure, sign and simulation.
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Extra info for Control and Automation, and Energy System Engineering: International Conferences, CA and CES3 2011, Held as Part of the Future Generation Information Technology Conference, FGIT 2011, in Conjunction with GDC 2011, Jeju Island, Korea, December 8-10, 2011.
7% (when computed only for the best solutions found). e. for all pairs of terminals i, j, whether their requirement rij was satisﬁed or fij disjoint paths were found being fij the maximum achievable amount of disjoint paths joining i and j given by the topology of the feasible connections graph G). Solving the Generalized Steiner Problem in Edge-Survivable Networks 15 Table 1. Test Cases and Numerical Results 5 Case V b01-r1 b01-r2 b03-r1 b03-r2 b05-r1 b05-r2 b11-r1 b11-r2 b17-r1 b17-r2 cc3-4p-r1 cc3-4p-r3 cc6-2p-r1 cc6-2p-r2 cc6-2p-r123 hc-6p-r1 hc-6p-r2 hc-6p-r123 bayg29-r2 bayg29-r3 att48-r2 Averages 50 50 50 50 50 50 75 75 100 100 64 64 64 64 64 64 64 64 29 29 48 E T St Redund.
Steiner 2-edge connected subgraph polytope on seriesparallel graphs. SIAM Journal on Discrete Mathematics 10(1), 505–514 (1997) 3. : Le probl`eme du sous-graphe Steiner 2-arˆete connexe: Approche poly´edrale. PhD thesis, Universit´e de Rennes I, Rennes, France (1996) 4. : On the dominant of the Steiner 2-edge connected subgraph polytope. Discrete Applied Mathematics 112(1-3), 3–10 (2001) 5. : Optimal physical diversity algorithms and survivable networks. In: Proceedings of the Second IEEE Symposium on Computers and Communications, pp.
So the instrument functionality would be higher for lower values of K min . For the possibility of high speed measurement, we can measure code pattern radial runout repeatedly and then calculate its arithmetic average. Thereby we would have higher measuring accuracy which is expressed as ± σ e n where n is the number of measurements. 6 Conclusion One of the errors sources in optical rotary encoder measurement is their disc code pattern runout. A significant amount of the runout is due to runout of bearings and inappropriate installation process of encoded disc.
Control and Automation, and Energy System Engineering: International Conferences, CA and CES3 2011, Held as Part of the Future Generation Information Technology Conference, FGIT 2011, in Conjunction with GDC 2011, Jeju Island, Korea, December 8-10, 2011. by Sheng Jin, Byung-Jae Choi (auth.), Tai-hoon Kim, Hojjat Adeli, Adrian Stoica, Byeong-Ho Kang (eds.)