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resolving set; basis; dimension; forcing dimension

References:

[cz:kg] P. Buczkowski, G. Chartrand, C. Poisson, P. Zhang: **On $k$-dimensional graphs and their bases. Submitted**.

[ce:rg] G. Chartrand, L. Eroh, M. Johnson: **Resolvability in graphs and the metric dimension of a graph**. (to appear).

[chz:geo] G. Chartrand, F. Harary, P. Zhang: **On the geodetic number of a graph**. (to appear). MR 1871701

[cpz:res] G. Chartrand, C. Poisson, P. Zhang: **Resolvability and the upper dimension of graphs**. (to appear). MR 1763834

[crz:ddd1] G. Chartrand, M. Raines, P. Zhang: **The directed distance dimension of oriented graphs**. Math. Bohem. 125 (2000), 155–168. MR 1768804

[crz:ddd2] G. Chartrand, M. Raines, P. Zhang: **On the dimension of oriented graphs**. (to appear). MR 1863436

[cz:dgeo] G. Chartrand, P. Zhang: **The geodetic number of an oriented graph**. European J. Combin. 21 (2000), 181–189. MR 1742433

[cz:fgeo] G. Chartrand, P. Zhang: **The forcing geodetic number of a graph**. Discuss. Math. Graph Theory 19 (1999), 45–58. MR 1704390

[eh:chr] C. Ellis, F. Harary: **The chromatic forcing number of a graph**. (to appear).

[h:sur] F. Harary: **A survey of forcing parameters in graph theory. Preprint**.

[hm:md] F. Harary, R. A. Melter: **On the metric dimension of a graph**. Ars Combin. 2 (1976), 191–195. MR 0457289

[hp:rec] F. Harary, M. Plantholt: **The graph reconstruction number**. J. Graph Theory 9 (1985), 451–454. MR 0890233

[pz:ug] C. Poisson, P. Zhang: **The dimension of unicyclic graphs. Submitted**. (to appear).

[s:lt] P. J. Slater: **Leaves of trees**. Congress. Numer. 14 (1975), 549–559. MR 0422062 | Zbl 0316.05102

[s:dr] P. J. Slater: **Dominating and reference sets in graphs**. J. Math. Phys. Sci. 22 (1988), 445–455. MR 0966610