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Color-coding
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Volume 42 ,  Issue 4  (July 1995) table of contents
Pages: 844 - 856  
Year of Publication: 1995
ISSN:0004-5411
Authors
Noga Alon  Institute for Advanced Study, Princeton, NJ; and Tel-Aviv Univ., Tel-Aviv, Israel
Raphael Yuster  Tel-Aviv Univ., Tel-Aviv, Israel
Uri Zwick  Tel-Aviv Univ., Tel-Aviv, Israel
Publisher
ACM  New York, NY, USA
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Downloads (6 Weeks): 32,   Downloads (12 Months): 164,   Citation Count: 37
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REFERENCES

Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.

 
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~ALON, N., BRUCK, J., NAOR, J., NAOR, M., AND ROTH, R.M. 1992. Construction of asymptoti- ~cally good low-rate error-correcting codes through pseudo-random graphs. 1EEE Trcms. hzf. ~Theory 38, 2, 509-516.
 
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~ALON, N., GOLDREICH, O., Hz~,STAD, J., AND PERAI,TA, R. 1992/1993. Simple constructions of ~almost k-wise independent random variab}{es. Random Struct. Algorifhms 3, 3, (1992), 289-304. ~(Addendum in Random Struct. Algorithms, 4, 1, (1993), 11%120).
 
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~ALON, N., AND NAOR, M. Dcrandomlzation, witnesses for boolean matrix multiphcation and ~construction of perfect has functions. Algo~ith,zica, to appear.
 
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~ALON, N., YUSTER, R., AND ZWICK, U. Finding and counting given length cycles. SL4M J. Disc. ~Math. to appear.
 
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~BOLLOB,~S. B. 1978. Extremal graph theoJy. Academic Press, Orlando, Fla.
 
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~BOLLOB,~S, B. 1986. Extremal graph theol~ with e,lpha,slS ott probabilistic methods. Regional ~conference series in mathematics, No. 62. American Mathematical Society, Providence. R.I.
 
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~CORMEN, T. H., LEISERSON, C. E., AND RIVEST, R.L. 1992. hztroduction to Algorzth,zs. The MIT ~Press, Cambridge, Mass.
 
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~DOWNEY, R. G. AND FELLOWS, M.R. 1992. FLxed-parameter lntractabihty. In Proceedings of ~the 7th Annual Sympo~tu,t o~z S,ztcture m Complexity Theory (Boston, Mass.). IEEE, Los ~Alamltos, Cahf., pp. 36-49.
 
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~ITAI, A, AND RODEH, M. 1978. Finding a minimum circuit in a graph. SlAM J. Comput. 7, ~413 423.
 
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~MONIEN, B. 1985. How to find long paths efficiently. Ann. Disc. Math. 25, 239 254.
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~P~,PADJM;rmOU, C. H. AND YANNAKAKIS, M 1981 The clique problem for planar graphs, blf ~Proc. Lett. 13, 131-133.
 
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~PAPADIMITRIOU, C. H. AND Y4.NNAIO\KIS, U. 1993. On hmlted nondeterminism and the com- ~plex~ty of the V-C dimension. In Proceedings of the 8th Annual Sympo3tum on Structure m ~ComplexlO' Theory (San Diego, Calif.'). IEEE, Los Alamitos, Calif., pp. 12-18.
 
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~RICIIARDS, D. 1986. Finding short cycles in a planar graph using separators. J. Algorzthms 7, ~382 394.
 
24
~ROBERTSON, N., AND SEYMOUR, P. 1986a. Graph minors. II. Algorithmic aspects of tree-width ~J. Algorithms 7, 309-322.
 
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CITED BY  37


REVIEW

"Adam Drozdek : Reviewer"

A color-coding method in which the vertices of a graph are randomly colored using k colors is introduced. The method was originally intended to design algorithms for finding paths and cycles. Using   more...

Collaborative Colleagues:
Noga Alon: colleagues
Raphael Yuster: colleagues
Uri Zwick: colleagues