Morphisms preserving the set of words coding three interval exchange∗∗∗

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1. P. Ambrož, Z. Masáková and E. Pelantová, Matrices of 3-iet preserving morphisms. Theoret. Comput. Sci.400 (2008) 113–136.  
2. P. Ambrož, Z. Masáková and E. Pelantová, Morphisms fixing words associated with exchange of three intervals. RAIRO – Theor. Inf. Appl.44 (2010) 3–17.  
3. P. Ambrož, A.E. Frid, Z. Masáková and E. Pelantová, On the number of factors in codings of three interval exchange. Discrete Math. Theoret. Comput. Sci.13 (2011) 51–66.  
4. P. Arnoux, V. Berthé, Z. Masáková and E. Pelantová, Sturm numbers and substitution invariance of 3iet words. Integers8 (2008) A14, 17.  
5. J. Berstel, Recent results in Sturmian words, in Developments in language theory II. Magdeburg (1995). World Sci. Publ., River Edge, NJ (1996) 13–24.  
6. J. Berstel and P. Séébold, Morphismes de sturm. Bull. Belg. Math. Soc.1 (1994) 175–189.  
7. J. Cassaigne, Sequences with grouped factors, in Developments in language theory III. Aristotle University of Thessaloniki, Greece (1998) 211–222.  
8. E.M. Coven and G.A. Hedlund, Sequences with minimal block growth. Math. Syst. Theor.7 (1973) 138–153.  
9. S. Ferenczi, C. Holton and L.Q. Zamboni, Structure of three-interval exchange transformations. II. A combinatorial description of the trajectories. J. Anal. Math.89 (2003) 239–276.  
10. L. Háková, Morphisms on generalized sturmian words. Master’s thesis, Czech Technical University in Prague (2008).  
11. A.B. Katok and A.M. Stepin, Approximations in ergodic theory. Uspehi Mat. Nauk22 (1967) 81–106.  
12. M. Lothaire, Algebraic combinatorics on words, Encyclopedia of Mathematics and its Applications. Cambridge University Press, Cambridge 90 (2002).  
13. M. Morse and G.A. Hedlund, Symbolic dynamics II. Sturmian trajectories. Amer. J. Math.62 (1940) 1–42.  
14. P. Séébold, On the conjugation of standard morphisms. Theoret. Comput. Sci.195 (1998) 91–109.