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A characterization of (alpha, s+1)-geometries, 1 < alpha < s+1, satisfying the axiom of Pasch
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A characterization of the complement of a hyperbolic quadric in PG (3, q), for q odd
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- PhD Thesis
- open access
A study of (alfa,bèta)-geometries fully embedded in projective spaces
(2003) -
Classification of (1, s)-geometries fully embedded in PG(n, s), for s not equivalent to 2
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Full embeddings of (alpha,beta)-geometries in projective spaces, part II
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Full embeddings of (alpha, beta)-geometries in projective spaces.