This study proposes a systematic methodology of the adoption Internet Things (IoT) barriers (IoTBs) that exist in waste management structures smart cities (SCs) growing economies likely India. A hybrid multi-attribute decision-making (MADM) is applied and has recognized 15 IoTBs from literature experts opinions obstructing IoT SCs The different are studied using similarity measure-based new wei...

The investor interest in multi-regional earthquake bonds may drop because high-risk locations are less appealing to investors than low-risk ones. Furthermore, a single parameter (earthquake magnitude) cannot accurately express the severity due an earthquake. Therefore, aim of this research is propose valuing framework for (SEB) using double trigger type, namely magnitude and depth earthquakes, ...

We describe a methodology based on Archimedean copulas for analyzing nonlife insurance data with censoring present. Specifically, we propose a graphical selection procedure for the nonparametric estimation of the generator. An actual loss-ALAE data set is used for the numerical illustrations and for comparisons of our approach to a few others.

Copulas are important probabilistic tools to model and interpret the correlations of measures involved in real or experimental phenomena. The versatility these phenomena implies need for diverse copulas. In this article, we describe investigate theoretically new two-dimensional copulas based on trigonometric functions modulated by a tuning angle parameter. independence copula is, thus, extended...

In hydrological practice, individual elements of the cycle are most often estimated and evaluated separately. Uncertainty in size estimation extrema discharges their return period can affect statistical assessment significance floods. One example is simultaneous occurrence joining extremes at confluence rivers. The paper dealt with evaluation two independent variables joint probabilities occurr...

‎In 1897‎, ‎Hensel introduced a normed space which does‎ ‎not have the Archimedean property‎. ‎During the last three decades‎ ‎theory of non--Archimedean spaces has gained the interest of‎ ‎physicists for their research in particular in problems coming‎ ‎from quantum physics‎, ‎p--adic strings and superstrings‎. ‎In this paper‎, ‎we prove‎ ‎the generalized Hyers--Ulam--Rassias stability for a‎ ...

The underlying dependence structure between two random variables can be described in manifold ways. This includes the examination of certain properties such as lower tail decreasingness (LTD), stochastic increasingness (SI) or total positivity order 2, latter usually considered for a copula (TP2) (if existent) its density (d-TP2). In present paper we investigate 2 copula's Markov kernel (MK-TP2...

‎One of the most useful tools for handling multivariate distributions of dependent variables in terms of their marginal distribution is a copula function‎. ‎The copula families capture a fair amount of attention due to their applicability and flexibility in describing the non-Gaussian spatial dependent data‎. ‎The particular properties of the spatial copula are rarely ...