Citations of

William Y.C. Chen and with J. D. Louck, Necklaces, MSS Sequences and DNA Sequences, Adv. in Appl. Math. 18 (1997) 18-32.

1. O. Bodini and J.A.C. Gallas, What is the effective impact of the explosive orbital growth in discrete-time one-dimensional polynomial dynamical systems? Physica A ,410(2014) 313–318.

2.  O. Bodini and A. Jacquot, Boltzmann samplers for v-balanced cycles, Theoret. Comput. Sci. 502(2013) 55-63.

3. W.Y.C. Chen, J.D. Louck and J. Wang, Adjacency and parity relations of words in discrete dynamical systems, J. Combin. Theory Ser. A, 91(2000) 476-508.

4. W.Y.C. Chen and J. Wang, Decomposition of necklaces, Ann. Comb. 5(2001) 271-283.

5. W.Y.C. Chen and J. Wang, Branching Decompositions of Necklaces, 2004.

6. W.J. Dai, K. Lv and J. Wang, Combinatorics on words in symbolic dynamics: the quadratic map, Acta Math. Sin. ( Engl. Ser. ), 24(2008) 1985-1994.

7. W.J. Dai, K. Lv and J. Wang, Combinatorics on words in symbolic dynamics: the antisymmetric cubic map, Acta Math. Sin. ( Engl. Ser. ), 24(2008) 1817-1834.

8.   P. Flener and J. Pearson, Solving necklace constraint problems, J. Algorithms, 64(2009) 61-73.

9. J.P. Gagnon, Colliers et Bracelets, Universite Laval Quebec, 2006.

10. J.A.C. Gallas, Counting orbits in conjugacy classes of the Hénon Hamiltonian repeller, Physics Letters A, 360(2007) 512-514.

11. Y. Kamiyama, Applications of the lefschetz fixed point formula to closed surfaces with finite group actions.

12. Y. Kamiyama, Homology of the orbit space of a closed orientable surface under the action of $Z_n\times&space;Z_2$.

13. Y. Kamiyama, The real moment-angle complex of a polygon and necklace sequences, Surveys in Mathematics and Mathematical Sciences, 3(2013) 77-95.

14. J.D. Louck and M.L.Stein, Relations between Words and Maps of the Interval, Ann. Comb. 5(2001) 425-449.

15. J.D. Louck and M.L. Stein, The (1+ 1)-Nonlinear Universe Of The Parabolic Map And Combinatorics, World Scientific, 2014.

16. K.B. Lu, Some combinatorial properties of words in discrete dynamical systems from antisymmetric cubic maps, Acta Math. Sin. ( Engl. Ser. ), 29(2013) 2181-2192.

17. K. McLellan, Periodic Coefficients and Random Fibonacci Sequences, Electron. J. Combin. 20(2013), #P32.

18. J. Sawada, Generating bracelets in constant amortized time, SIAM J. Comput. 31(2001) 259-268.

19. Z.G. Yu and G.Y. Chen, Rescaled range and transition matrix analysis of DNA sequence, Commun. Theor. Phys. ( Beijing ), 33(2000) 673.

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