Ahmed B. Abdurrhman and Michael E. Srbija : s.n.‚ 2008. Telekomunikacioni forum. pp. 593-596. 2. Broadcast Channels. Cover‚ Thomas M. 1972. IEEE TRANSACTIONS ON INFORMATION THEORY. Vol. 18. 3. A Recursive Algorithm for the Exact BER Computation of Generalized Hierarchical QAM Constellations. Pavan K. Vitthaladevuni‚ Mohamed-Slim Alouini. January 2003. IEEE TRANSACTIONS ON INFORMATION THEORY‚. Vol. 49‚ pp. 297-307. 4. UEP Concepts in Modulation and Coding. Werner Henkel‚ Khaled Hassan‚ Neele von
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Inc.London‚ 1980. 2. James‚ J. R. and P. S. Hall‚ Handbook of Microstrip AntennasPeter Peregronic Ltd.‚ London‚ 1989. vol. 49‚ pp. 1020–1024‚ 2001. 8. Jan‚ J.-Y. and J.-W. Su‚ Bandwidth enhancement of a printedwide-slot antenna with a rotated slot‚" IEEE Transactions onAntennas and Propagation‚ Vol. 53‚ No. 6‚ 2111{2114‚ 2005. Electromagnetics Research Letters‚ Vol. 2‚ 1{10‚ 2008. In Electromagnetics Research M‚ Vol. 2‚ 37{46‚ 2008.
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challenges and their mitigation”. It was presented by Akhil Behl [1] and it was published by IEEE on 2011 World Congress on Information Security and Communication Technologies. Second paper is about “Information Security Risk Management Framework for the Cloud Computing Environments”. It was presented by Xuan Zhang et al.[2]‚ School of Information and Software‚ Yunnan University china and it was published by IEEE on 2010 10th International Conference on Computer and Information Technology. Third paper
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Fuzzy Logic Technique for Smart Grid Fault Detection Dr. S G Srivani1 (IEEE Member)‚ Abhishek Kumar2‚ Abhinav U Patil3‚ Praveen G4 Abstract—this paper introduces the general aspects of smart grid‚ which is the combination of many latest technologies for effective energy distribution and usage. Fault occurrence in power grid is one event which is completely unexpected. Out of many Computational Intelligence methods to deal with such an event Fuzzy Logic techniques
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References: [3] Blue‚ R.‚ Uttamchandi‚ D.‚ and Farish‚ O.‚ “Infrared detection of transformer insulation due to accelerated aging” IEEE transactions on dielectrics and electrical insulation‚ Vol.5‚ No.2‚ (1998). [4] Carloso‚ A.J.M.‚ and Oliveira‚ L.M.R.‚ “Condition monitoring and diagnostics of power transformers”. Int.J. COMADEM‚ Sunderland‚ U.K.‚ Pp. 5-11.‚ (1999). [5] Christofidis
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sprints using wearable pressure sensors‚ Comp. Commun. 35 (6) (2012) 650660. Comp. Commun. 36 (2) (2013) 135–148. Commun. 36 (17–18) (2013) 1665–1697. Conference (DAC)‚ 2010‚ pp. 731–736. [27] A.A.T. Samad (Ed.)‚ The Impact of Control Technology‚ IEEE Control Systems Society‚ 2011 (Ch [32] International Telecommunication Union‚ ITU Internet Report 2005: The Internet of Things‚ International Telecommunication Union‚ Geneva‚ 2005. [36] Etsi‚ TC M2M‚ ETSI TS 102 689 v1.1.1 (2010-08) – Machine-to-Machine
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Bibliography: March‚ 2004. Algorithms‚ and Applications‚ Prentice-Hall‚ Inc.‚ 3rd edition‚ 1996. on the Move‚ MILCOM ’93‚ Vol. 2‚ 1993‚ pp. 447 -450. IEEE Transactions on Communications‚ Vol. 48‚ pp. 679-691‚ Apr. 2000. [12] S. Haykin Communication systems‚ John Wiley and Sons‚ 4th ed.‚ 2001. Trans. Microwave Theory & Tech.‚ vol. 52‚ no. 12‚ pp. 2123-2138‚ September 2004. [14] R. Van Nee and R. Presad
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markings in urban streets‚" presented at the IEEE Intelligent Vehicles Symposium‚ Eindhoven‚ The Netherlands‚ 2008. [3] D [4] U. Franke‚ D. Gavrila‚ S. Gorzig‚ F. Lindner‚ F. Puetzold‚ andC. Wohler‚ "Autonomous driving goes downtown"‚ Intelligent Systems and Their Applications‚ IEEE‚ 13(6):40–48‚ Nov.-Dec. 1998. [5] U. Franke and I. Kutzbach‚ "Fast stereo based object detection for stop and go traffic". In Intelligent Vehicles Symposium‚ Proceedings of the IEEE‚ pages 339–344‚ 19-20 Sept. 1996. [6] M
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Algorithm E. Rheingold‚ J. Tilford‚ Tidier drawing of trees‚ IEEE Trans. Software Engineering‚ SE-7(2)‚ pp. 223-228. 1981 Page 8 Rheingold-Tilford Algorithm Left contour Left threads Right contour Right threads E. Rheingold‚ J. Tilford‚ Tidier drawing of trees‚ IEEE Trans. Software Engineering‚ SE-7(2)‚ pp. 223-228. 1981 Rheingold-Tilford Algorithm Separation = 2 E. Rheingold‚ J. Tilford‚ Tidier drawing of trees‚ IEEE Trans. Software Engineering‚ SE-7(2)‚ pp. 223-228. 1981
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The operation is simple as collection of bridges in a local area network (LAN) can be depicted as a graph whose nodes are bridges and LAN segments (or cables)‚ and whose edges are the interfaces connecting the bridges to the segments. To break loops in the LAN while maintaining access to all LAN segments‚ the bridges collectively compute a spanning tree. The spanning tree is not necessarily a minimum cost spanning tree. A network administrator can reduce the cost of a spanning tree‚ if necessary
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