Nonmodular lattice varieties
by Rose, Henny
fromMemoirs of the American Mathematical Society
by Rose, Henny
fromMemoirs of the American Mathematical Society
by Rose, Henry
fromMemoirs of the American Mathematical Society
It is shown that there are eight infinite sequences of join irreducible lattice varieties with the following properties: each term of every sequence has the next term as its unique join irreducible cover. The description of these sequences is based on a detailed study of subdire…
Ivo Rosenberg determined all finite, finitary, functionally precomplete algebras; he split them up naturally into six classes according to the kind of relation which is preserved by the polynomials of each such algebra. The purpose of this memoir is to locate these algebras in t…
This work presents foundational research on two approaches to studying subgroup lattices of finite abelian [italic]p-groups. The first approach is linear algebraic in nature and generalizes Knuth's study of subspace lattices. This approach yields a combinatorial interpretation o…
This work presents foundational research on two approaches to studying subgroup lattices of finite abelian [italic]p-groups. The first approach is linear algebraic in nature and generalizes Knuth's study of subspace lattices. This approach yields a combinatorial interpretation o…
"There is no single volume which covers the Indian Army's experiences during the two World Wars. And this is what ... [this] volume attempts to do. This collection of 17 essays ... analyze the army as an institution and also touch upon the cultural ethos of the army and related …
"There is no single volume which covers the Indian Army's experiences during the two World Wars. And this is what ... [this] volume attempts to do. This collection of 17 essays ... analyze the army as an institution and also touch upon the cultural ethos of the army and related …