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By Jaroslav Jezek

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85] Finite projective spaces of three dimensions. Oxford University Press, Oxford. Hoffman A. J. [52] Cyclic affine planes. Can. J. Math. 4, 295-301. Hughes D. R. [57] Regular collineation groups. Math. Zeit. 8, 159-164. [57a] A class of non-Desarguesian projective planes. Can. J. Math. 9, 409-434. [57b]Generalized incidende matrices over group algebras. Ill. J. Math. 1, 545-551. [57c] Collineations and generalized incidence matrices. Trans. Amer. Math. Soc. 86, 284-296. Iden O. [01] On subplanes of free planes.

Z. 112, 163-180. [69b]Uniforme Hjelmslev-ebenen und modulare Verb¨ ande. Math. Z. 111, 15-45. [70] Hjelmslev-ebenen in projektiven R¨ aumen. Ann. of Math. 21, 304-307. [71] Desarguessche Hjelmslev-Ebenen n-ter stufe. Mitt. Math. Sem. Giessen 91, 1-19. [72] Geometric aspects of primary lattices. PJM 43, 15-25. Artzy R. [71] Loop laws and collineations of planes. Isr. J. Math. 10, 106-113. W. [82] Order and topology in projective Hjelmslev planes. J. Geom. 19, 8-42. H. [69] Construction problems of finite projective planes.

Lecture Noters in Pure and Applied Mathematics 190, Marcel Dekker, 383-390. 42 BIBLIOGRAPHY [97a] Uniform parallelisms of P G(3, 3). In: Hirschfeld J. W. P. et al (eds), Geometry, combinatorial designs and related structures. LMS Lecture Notes 245, Cambridge University Press, 193-200. [99] Projective planes of order 12 and PG(3,3). Discrete Math. 208/209, 477-483. Rad´ o F. [70] Non-injective collineations on some sets in Desarguean projective planes. Aeq. Mat. San Soucle R. L. [55] Right alternative division rings of characteristic two.

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