The method of choosing chordal rings higher nodal degree with good transmission properties

• Autorzy: Bujnowski S. , Dubalski B. , Marciniak T. , Zabłudowski A.
• Języki publikacji: EN

Abstrakty

EN

In this paper the analysis of chordal rings higher nodal degree has been given. In the first part of the paper ideal and optimal graphs have been defined. These graphs were taken as the reference points to the evaluation of transmission properties of any examined graph. The method of searching of real chordal rings higher nodal degree possess good transmissions abilities has been presented in the second part of the paper.

Słowa kluczowe

EN

chordal ring; node degree; average path length; Dellanoy numbers array

• Wydawca: Instytut Telekomunikacji i Informatyki Uniwersytetu Technologiczno-Przyrodniczego w Bydgoszczy
• Czasopismo: Image Processing & Communications
• Rocznik: 2009
• Tom: Vol. 14, no 1
• Strony: 25--34
• Opis fizyczny: Bibliogr. 11 poz., rys.

Twórcy

autor

Bujnowski S.

autor

Dubalski B.

autor

Marciniak T.

autor

Zabłudowski A.

• Institute of Telecommunication, University of Technology and Life Sciences, Kaliskiego 7, 85-791 Bydgoszcz

Bibliografia

• [1] G. Yanovsky - Evolution and Convergence in Telecommunications. www.ssgrr.it/en/ssgrr2002s/papers/262.pdf
• [2] J. M. Pedersen - Structural Quality of Service in Large-Scale Networks. Ph. D. Thesis. Aalborg University 2005.
• [3] A. Jajszczyk - Optyczne Sieci Szerokopasmowe. Szerokopasmowe sieci światłowodowe. XVI Krajowa Szkoła Optoelektroniki. Z. 3, pp. 1-38, Zakopane 2001.
• [4] L. Narayanan, J. Opatrny, D. Sotteau - All-To-All Optical Routing in Chordal Rings of Degree 4. Algorithmica Vol. 31, pp. 155-178, 2001.
• [5] G. Kotsis - Interconnection Topologies and Routing for Parallel Processing Systems. ACPC, Technical Report Series, ACPC/TR pp.92-19, 1992
• [6] S. Bujnowski - Analysis and Synthesis Homogeneous Structure Networks Connecting Communications Modules - Ph. D. Thesis, ATR Bydgoszcz 2003.
• [7] S. Bujnowski, B. Dubalski, A. Zabłudowski - Analysis of Chordal Rings. Mathematical Techniques and Problems in Telecommunications. Centra International de Matematica, pp. 257-279 Tomar 2003.
• [8] S. Bujnowski, B. Dubalski, A. Zabłudowski - The Evaluation of Transmission Ability of 3rd Degree Chordal Rings with The Use of Adjacent Matrix. The Seventh INFORMS Telecommunications Conference, pp. 219-221. Boca Raton 2004.
• [9] S. Bujnowski, B. Dubalski, A. Zabłudowski - Analysis of 4th Degree Chordal Rings. Proceedings of International Conference on the Communications in Computing, pp. 318-324, Las Vegas, 2004.
• [10] S. Bujnowski, B. Dubalski, A. Zabłudowski - Analysis of Transmission Properties of 3rd Degree Chordal Rings. Kwartalnik Elektroniki i Telekomunikacji, 51, z.4, pp. 521 - 539, 2005.
• [11] C. Banderier, S. Schwer - Why Dellanoy Numbers? Journal of Statistical Planning and Interfaces. arXiv:math.CO/0411128 vl, 2004.