On optimal graphs embedded into paths and rings, with analysis using l 1-spheres

Author:

Dinitz Yefim,Feighelstein Marcelo,Zaks Shmuel

Publisher

Springer Berlin Heidelberg

Reference8 articles.

1. W. Aiello, S. Bhatt. F. Chung. A. Rosenberg, and R. Sitaraman, Augmented Rings Networks, to appear in J. Math. Modelling and Scientific Computing; see also, 11th Intl. Conf. on Math. and Computer Modelling and Scientific Computing (ICMCM & SC) (1997).

2. I. Cidon, O. Gerstel and S. Zaks, A scalable approach to routing in ATM networks. 8th International Workshop on Distributed Algorithms, Lecture Notes in Computer Science 857 Springer Verlag, Berlin, 1994, pp.209–222.

3. O. Gerstel; A. Wool and S. Zaks, Optimal Layouts on a Chain ATM Network, to appear in Discrete Applied Mathematics; also: European Symp. on Algorithms. Lecture Notes in Computer Sciences 979 (P. Spirakis ed.) SpringerVerlag, Berlin, pp. 508–522.

4. S. W. Golomb and L. R. Welch, Perfect Codes in the Lee Metric and the Packing of Polyominoes. SIAM Journal on Applied Math.,vol.l8,no.2, January, 1970., pp. 302–317.

5. S. W. Golomb. Sphere Packing, Coding Metrics, and Chess Puzzles. Chapel Hill Conference on Combinatorial Mathematics and its Applications. May 1970, pp. 176–189.

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1. A SURVEY ON UNDIRECTED CIRCULANT GRAPHS;Discrete Mathematics, Algorithms and Applications;2012-03

2. Directed virtual path layouts in ATM networks;Theoretical Computer Science;2003-01

3. On the Use of Duality and Geometry in Layouts for ATM Networks;Lecture Notes in Computer Science;2000

4. Duality in ATM Layout Problems;Lecture Notes in Computer Science;2000

5. Path layout in ATM networks;SOFSEM'97: Theory and Practice of Informatics;1997

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