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References:
[1] H. Bielak: On j-neighbourhoods in simple graphs, in Graphs and Other Combinatorial Topics. (Proc. Third Czechoslovak Symp. on Graph Theory), Teubneг, Leipzig 1983, 7-11. MR 0737008
[2] A. Blass F. Harary Z. Miller: Which tгees aгe link graphs?. J. Combin. Theoгy Seг. B 29 (1980), 277-292. MR 0602420
[3] M. Brown R. Connelly: On graphs with a constant link I, in New Directions in the Theory of Gгaphs. (Proc. Thiгd Ann Arbor Conf. on Graph Theory), Academic Press, New York 1973, 19-51. MR 0347685
[4] M. Brown R. Connelly: On graphs with a constant link II. Discrete Мath. II (1975), 199-232. MR 0364016
[5] V. K. Bulitko: Graphs with pгescribed environments of the vertices. (Russian), Trudy Mat. Inst. Steklov. 133 (1973), 78-94. MR 0434882
[6] F. Harary: Graph Theory. Addison-Wesley, Reading 1969. MR 0256911 | Zbl 0196.27202
[7] P. Hell: Gгaphs with given neighbourhoods I, in Problèmes combinatoires et théorie des graphes. (Proc. Colloq. Oгsay), Paris 1978, 219-223. MR 0539979
[8] H. Sachs: Regulaг gгaphs with given girth and restricted circuits. J. London Math. Soc. 38 (1963), 423-429. MR 0158390
[9] J. Sedláček: Local properties of graphs. (Czech), Časopis pěst. mat. 106 (1981), 290-298. MR 0629727
[10] B. Zelinka: Graphs with prescribed neighbourhood graphs. Math. Slovaca 35 (1985), 195-197. MR 0795015 | Zbl 0579.05045
[11] A. A. Zykov: Problem 30. in Theory of Graphs and its Applications (Proc. Symp. Smolenice), Prague 1964, 164-165.
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