(p,q,r)-Generations andnX-Complementary Generations of the Sporadic GroupsHSandMcL

On Generations

The well known operator ordering ambiguity could motivate the existence of generations. This possibility is explored by exploiting the relationship between ordering and discretization rules. 1 Wilson fermion as analogy Non Commutative Geometry is not the only area knowing how to get mass terms from nowhere. Lattice theorists learnt time ago a nice trick from Wilson. Consider the forward and bac...

Justice across the Generations

Three Generations

as my father and grandfather were also members of our great profession I thought I would try and look at life as it was since 1846 when my grandfather obtained his qualificationi of L.R.C.S. in Edinibuirgh, inci(denltally he was Presi(lent of this Society in 187576. During that early period what great names were brought before the students. Moses, the first great doctor in Egypt, laid down laws...

The Sociological Problem of Generations

The problem of generations is important enough to merit serious consideration. It is one of the indispensable guides to an understanding of the structure of social and intellectual movements. Its practical importance becomes clear as soon as one tries to obtain a more exact understanding of the accelerated pace of social change characteristic of our time. It would be regrettable if extra-scient...

ALGEBRAIC GENERATIONS OF SOME FUZZY POWERSET OPERATORS

In this paper, let $L$ be a completeresiduated lattice, and let {bf Set} denote the category of setsand mappings, $LF$-{bf Pos} denote the category of $LF$-posets and$LF$-monotone mappings, and $LF$-{bf CSLat}$(sqcup)$, $LF$-{bfCSLat}$(sqcap)$ denote the category of $LF$-completelattices and $LF$-join-preserving mappings and the category of$LF$-complete lattices and $LF$-meet-preserving mapping...