Subject(s): Literature, Modern -- Periodicals -- History and criticism -- 20th century Holdings: ,Book - Reference,Gombak Campus Library,Reference Collection,,r PN771C761D 1994v78,Not for loan,00000429052

In this paper we consider a set of all extremal Volterra quadratic stochastic operators on three dimensional simplex S3, show that this set is parted into four equivalence classes with respect to group of transformations generated by permutations and describe the behaviour of trajectories extremal Volterra quadratic stochastic operators for each cl

We consider an Ising model on a Cayley tree with competing interactions of the next-nearest-neighbours of two types: prolonged and one-level interactions only. More recently, Ganikhodjaev and Zakaria investigated the same model and proved that its phase diagram contain only four phases, namely, ferromagnetic, paramagnetic, antiferromagnetic and ant

We consider simple version of the Blume-Emery-Griffiths model on the Cayley tree and investigate the problem of phase transition using the exact recursion equations for the Cayley tree of second order, so that every spin has three nearest neighbours. These equations are studied analytical-ly for D>0 and J>0. It is proved that one can reach

A blood group provides an ideal opportunity for the study of human variation without cultural prejudice. It can be easily classified for many different genetically inherited blood typing systems. Also significant is the fact that we rarely take blood types into consideration in selecting mates. A few people know their own type today and no one did

We study the phase diagrams for the Potts model with restricted competing nearest-neighbor interactions J1 and ternary interactions Jpt on a Cayley tree of arbitrary order k. At vanishing temperature, the phase diagram is fully determined for all values and signs of Jpt/J1 and T/J1. The phase diagrams are obtained from stability conditions, and cha

It is well known that on the one dimensional space, any bounded monotone increasing or monotone decreasing sequence converges to a unique limiting point. In order to generalize this result into the higher dimensional space, we should consider an appropriate order (or pre-order). A Majorization is a partial ordering on vectors which determines the d

Subject(s): Law -- Abbreviations | Citation of legal authorities Holdings: ,Book - Reference,Gombak Campus Library,Law Collection,,d2 K89K21B 1994,Not for loan,00000407002

Subject(s): Patent lawyers -- Biography | Patent laws and legislation Holdings: ,Book - Reference,Gombak Campus Library,Law Collection,,d2 K118P37G946E 1995supp,Not for loan,00000549790

Subject(s): Law -- Quotations Holdings: ,Book - Reference,Gombak Campus Library,Law Collection,,d2 K58R141M 1992,Not for loan,00000406976