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References
Berardi, L., Beutelspacher, A., and Eugeni, F. ‘On (s, t;h)-Blocking Sets in Finite Projective and Affine Spaces’ (to appear in Atti del Seminario Mat. e Fis. dell ‘Universita’ di Modena)
Beutelspacher, A. ‘Blocking Sets and Partial Spreads in Finite Projective Spaces’, Geom. Dedicata 9 (1980), 425–449.
Beutelspacher, A., ‘On Baer Subspaces of Finite Projective Spaces’, Math. Z. 184 (1983), 301–319.
Bose, R. C. and Burton, R. C., ‘A Characterization of Flat Spaces in a Finite Geometry and the Uniqueness of the Hamming and the MacDonald Codes’, J. Comb. Theory 1 (1966), 96–104.
Bruen, A., ‘Blocking Sets and Skew Subspaces of Projective Space’, Canad. J. Math. 32 (1980), 628–630.
Dembowski, P., Finite Geometries, Springer, Berlin, Heidelberg, New York, 1968.
Mazzocca, F. and Tallini, G., ‘On the Non-existence of Blocking Sets in PG(n, q) and AG(n, q) for all Large Enough n' (to appear).
Tallini-Scafati, M., ‘Caratterizzazione grafica delle forme hermitiane di un S r, q , Rend. Mat. Roma 26 (1967), 273–303.
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Huber, M. A characterization of Baer cones in finite projective spaces. Geom Dedicata 18, 197–211 (1985). https://doi.org/10.1007/BF00151399
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DOI: https://doi.org/10.1007/BF00151399