Kevin Ashton, an expert in RFID in 1999, firstused the word “the Internet of Things (IoT)”. As per the terms of technology,IoT is an environment that people understand in many different ways, depending and based on theirrequirement, point of view and...
In this paper, some algebraic and combinatorial characterizations of the spanning simplicial complex Δs(n,m) of the Jahangir’s graph n,m are explored. We show that Δs(n,m) is pure, present the formula for f-vectors associated to it and hence deduce a...
In this paper, some algebraic and combinatorial characterizations of the spanning simplicial complex Δs(n,m) of the Jahangir’s graph n,m are explored. We show that Δs(n,m) is pure, present the formula for f-vectors associated to it and hence deduce a...
Background: This study aimed to explore the role of patient’s characteristic and haematological factors as predictive on the maturation of arteriovenous fistulae in patients who underwent vascular access surgery at the Royal Infirmary of Edinburgh. M...
The stochastic scheduling of precedence-constrained jobs on a heterogeneous processor is a challenging problem that requires solutions with one or more optimized QoS parameters. In this work, an energy-aware stochastic algorithm is proposed to schedu...
Continuing the recent work of L. Zhong and K. Xu [MATCH Commun. Math. Comput. Chem.71(2014) 627-642], we determine inequalities among several vertex-degree-based topological indices; first geometric-arithmetic index(GA), augmented Zagreb index (AZI),...
Let $G=QD_{8k}~$ be the quasi-dihedral group of order $8n$ and $\theta$ be an automorphism of $QD_{8k}$ of finite order. The fixed-point set $H$ of $\theta$ is defined as $H_{\theta}=G^{\theta}=\{x\in G \mid \theta(x)=x\}$ and generalized symmetric s...
In this paper, some algebraic and combinatorial characterizations of the spanning simplicial complex $\Delta_s(\mathcal{J}_{n,m})$ of the Jahangir's graph $\mathcal{J}_{n,m}$ are explored. We show that $\Delta_s(\mathcal{J}_{n,m})$ is pure, present t...
The aim of this paper is to introduce a class of multivalued mappings satisfying a Suzuki type generalized contractive condition in the framework of fuzzy metric spaces and to present fixed point results for such mappings. Some examples are presented...
