Day, A.,On some geometric properties defining classes of rings and varieties of modular lattices. Algebra Universalis17 (1983), 21–33.
The first thing I karned from Alan alwut modular lamas was the following. Jagram drawn on 12 ground in die fall of 1971 sox Figure 1. The kittee is called. 4...
The present state of art in the theory of modular lattices is to a great extent due to Alan Day's contributions. The purpose of the present paper is to ...
The present state of art in the theory of modular lattices is to a great extent due to Alan Day's contributions. The purpose of the present paper is to ...
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Herrmann C. Alan Day's work on modular and Arguesian lattices // Algebra Universalis. 1995. Vol. 34. No. 1. pp. 35-60. ... Herrmann C. Alan Day's work on modular ...
[17] C.Herrmann, Alan Day's work on modular and. Arguesian lattices, Algebra Universalis 34 (1995),. 35-60. [18] G.Hutchinson, Embedding and unsolvability.
... modular lattices of order n > 4. They showed that any such lattice was ... ALAN DAY AND DOUGLAS PICKERING where c = c2(c0 + c,) and c, = (ay. + ak)ibj ...
A note on Arguesian lattices. Alan Day (1983). Archivum Mathematicum. A note on geometric mappings. David Sachs (1972). Rendiconti del Seminario Matematico ...
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Nov 20, 1997 · If a variety % is congruence modular, then its congruence lattices satisfy the Arguesian equation. The Arguesian equation is an equation ...
Dec 9, 2023 · Herrmann, "Alan Day's work on modular and Arguesian lattices" Algebra Universalis , 34 (1995) pp. 35–60. [a18], G. Hutchinson, "Embedding and ...