On (0, alpha)-Geometries and Dual Semipartial Geometries Fully Embedded in an Affine Space - researchr publication related

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Frank De Clerck, Mario Delanote. On (0, alpha)-Geometries and Dual Semipartial Geometries Fully Embedded in an Affine Space. Des. Codes Cryptography, 32(1-3):103-110, 2004. [doi]

The following publications are possibly variants of this publication:

Affine embeddings of (0, ::::alpha::::)-geometriesFrank De Clerck, N. De Feyter, Joseph A. Thas. ejc, 27(1):74-78, 2006. [doi]

Affine semipartial geometries and projections of quadricsMatthew R. Brown, Frank De Clerck, Mario Delanote. JCT, 103(2):281-289, 2003. [doi]

Partial and semipartial geometries: an updateFrank De Clerck. DM, 267(1-3):75-86, 2003. [doi]

Subplane covered nets and semipartial geometriesFrank De Clerck, N. L. Johnson. DM, 106-107:127-134, 1992. [doi]

The embedding of (0, alpha)-geometries in PG(n, q): part IIJoseph A. Thas, I. Debroey, Frank De Clerck. DM, 51(3):283-292, 1984. [doi]

Full Embeddings of (alpha, beta ) -Geometries in Projective SpacesSara Cauchie, Frank De Clerck, Nicholas Hamilton. ejc, 23(6):635-646, 2002. [doi]

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