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Article

Keywords:
spherical graph; hypercube; antipodal vertex; interval
Summary:

References:
[1] A.  Berman and A.  Kotzig: Cross-cloning and antipodal graphs. Discrete Math. 69 (1988), 107–114. MR 0937775
[2] S. L.  Bezrukov: Private communication.
[3] A. E.  Brouwer, A. M.  Cohen and A.  Neumaier: Distance-regular graphs. A Series of Modern Surveys in Mathematics. Springer Verlag, Berlin-Heidelberg-New York, 1989. MR 1002568
[4] G.  Burosch: Hasse Graphen spezieller Ordnungen. In: K.  Wagner, R.  Bodendiek: Graphentheorie I. Anwendungen auf Topologie, Gruppentheorie und Verbandstheorie, B.  I, Wissenschaftsverlag, Mannheim-Wien-Zurich, 1989, pp. 157–235.
[5] G.  Burosch, I.  Havel and J.-M.  Laborde: Distance monotone graphs and a new characterization of hypercubes. Discrete Math. 110 (1992), 9–16. MR 1197441
[6] F.  Harary: Four difficult unsolved problems in graph theory. Recent Advances in Graph Theory, M.  Fiedler (ed.), Academia, Praha, 1974, pp. 249–256. MR 0382042
[7] M.  Mollard: Interval-regularity does not lead to interval monotonicity. Discrete Math. 118 (1993), 233–237. MR 1230065 | Zbl 0784.05040
[8] H. M.  Mulder: The interval function of a graph. Mathematical Centre Tracts 132, Mathematisch Centrum Amsterdam, 1980. MR 0605838 | Zbl 0446.05039
[9] H. M.  Mulder: Interval-regular graphs. Discrete Math. 44 (1982), 253–269. MR 0676887 | Zbl 0542.05051
[10] K.  Nomura: Private communication.
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