On the resilience of canonical reducible permutation graphs

Author:

Bento Lucila M.S.,Boccardo Davidson R.,Machado Raphael C.S.,Pereira de Sá Vinícius G.,Szwarcfiter Jayme Luiz

Funder

CAPES

CNPq

FAPERJ

Publisher

Elsevier BV

Subject

Applied Mathematics,Discrete Mathematics and Combinatorics

Reference12 articles.

1. Towards a provably resilient scheme for graph-based watermarking;Bento,2013

2. L.M.S. Bento, D.R. Boccardo, R.C.S. Machado, V.G. Pereira de Sá, J.L. Szwarcfiter, Full characterization of a class of graphs tailored for software watermarking (2014) in press.

3. M. Chroni, S.D. Nikolopoulos, Efficient encoding of watermark numbers as reducible permutation graphs, 2011. arXiv:1110.1194v1  [cs.DS].

4. M. Chroni, S.D. Nikolopoulos, An efficient graph codec system for software watermarking, in: Proc. 36th IEEE Conference on Computers, Software and Applications, COMPSAC’12, IEEE Proc., 2012, pp. 595–600.

5. More on graph theoretic software watermarks: implementation, analysis and attacks;Collberg;Inf. Softw. Technol.,2009

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