We consider the one-dimensional countable state p-adic Potts model. A construction of generalized p-adic Gibbs measures depending on weights λ is given, and an investigation of such measures is reduced to the examination of a p-adic dynamical system. This dynamical system has a form of series of rational functions. Studying such a dynamical system

Background: The burden on cardiovascular disease in Malaysia is in the increasing trend and this is associated with a number of risk factors. Aim: This study aims to explore the prevalence of major cardiovascular risk factors among employees of Engineering Campus, Universiti Sains Malaysia. Design: A cross-sectional study was carried out from 19th

In this paper we study Volterra type operators on infinite dimensional simplex. It is provided a sufficient condition for Volterra type operators to be bijective. Furthermore it is proved that the condition is not necessary.Volume 4,Number 4 October 2009 ISSN:1559-1948 (PRINT), 1559-1956 (ONLINE) EUDOXUS PRESS,LLC JOURNAL OF APPLIED FUNCTIONAL ANAL

In the present paper we provide a construction of Quantum Markov chain on a Cayley tree. Moreover, we give a concrete example of such chains, which is shift invariant and has the clustering property.International Advanced of Technology Congress (ATCi ),PWTC, Malaysia. November 3-5, 2009 Quantum Markov Chains on a Caylay tree Farrukh Mukhamedov1 1De

Over recent years, the number of building integrated photovoltaic (BIPV) installations for home systems have been increasing in Malaysia. The paper concerns an analysis - as part of current Research and Development (R&D) efforts - to integrate photovoltaics as an architectural feature of a detached house in the new satellite township of Putraja

This paper presents a nanoscopic characterisation of a series of textured substrates with a structure of Ag-grid/ZnO/p-i-n/ZnO/Ag/SnO2/glass for poly-Si thin film solar cells performed by atomic force microscopy, in order to find the optimum texture substrate and realise the light trapping. The relationship between average slopes (tanh) and photovo

The concept of almost everywhere convergence and its different variants to sequesnces in von Neumann algebra were studied by many authors. There were proved many limit and ergodic theorems with respect to almost everywhere convergence in such algebras with faithful normal state. On the other hand, in most mathematical formulations of the foundation

On a Cayley tree of arbitrary order k we consider two different Potts models with competing nearest-neighbour interactions J1 and next-nearest-neighbour interactions Jp and Jo, where coupling Jp corresponds to interaction of spins belonging to the same branch of the tree (prolonged) and coupling Jo corresponds to interaction of spins belonging to t

It is now widely accepted that the major causes of morbidity and mortality in Malaysia are related to unhealthy eating habits and a sedentary lifestyle. Besides an alarming increase in prevalence of overweight and obesity, diet-related diseases such as type 2 diabetes, cardiovascular disease, hypertension and certain forms of cancer have recorded a

Malaysian Dietary Guidelines (MDGs) are government endorsed documents intended to provide specific recommendations and advice on healthy diets and lifestyles. They are intended to influence consumer food choice based on latest scientific findings on food and nutrient intakes, food supplies, prevalence and public health importance of diet-related he