Abstract When random effects are correlated with survey sample design variables, the usual approach of employing individual weights (constructed to be inversely proportional unit inclusion probabilities) form a pseudo-likelihood no longer produces asymptotically unbiased inference. We construct weight-exponentiated formulation for distribution that achieves approximately inference generating hy...

the aim of this paper is to generalize the‎‎notion of pseudo-almost valuation domains to arbitrary‎ ‎commutative rings‎. ‎it is shown that the classes of chained rings‎ ‎and pseudo-valuation rings are properly contained in the class of‎ ‎pseudo-almost valuation rings; also the class of pseudo-almost‎ ‎valuation rings is properly contained in the class of quasi-local‎ ‎rings with linearly ordere...

We introduce the hybrid method of modified Mann’s iteration for an asymptotically k-strict pseudo-contractive mapping T in the intermediate sense which is necessarily lipschitzian. We establish strong convergence theorem for such method. The result extend and improve the recent ones announced by Inchan and Nammanee, Inchan and concern result of Takahashi, Takeuchi and Kubota [Strong convergence...

We consider semiparametric transition measurement error models for longitudinal data, where one of the covariates is measured with error in transition models, and no distributional assumption is made for the underlying unobserved covariate. An estimating equation approach based on the pseudo conditional score method is proposed. We show the resulting estimators of the regression coefficients ar...

This work is concerned with the existence of positive weighted pseudo \(S\)-asymptotically periodic solution in Stepanov-like sense for some systems nonlinear delay integral equations. In this context, we will first be interested establishing a suitable composition theorem, and then existing results concerning \(S\)-asymptotic periodicity scalar case are developed here vector case. We point out...

index notation, 7, 88acceleration, 73, 74achronal, 19ADM-mass, 25affine connection, 9analytic at infinity, 49associated 1-from, 95associated H-tensor field, 95asymptotically flat, 22, 23, 40asymptotically flatmanifold, 23asymptotically Schwarzschildian, 28asymptotically spherically round, 28 Bianchi identityfirst, 10second, 34, 92bound...

We consider a model of cellular detonations in gases. It consists in conservation laws with a non-local pseudo-differential operator whose symbol is asymptotically |ξ|, where 0 < λ ≤ 2; it can be decomposed as the λ/2 fractional power of the Laplacian plus a convolution term. After defining the notion of entropy solution, we prove the wellposedness in the L∞ framework. In the case where 1 < λ ≤...

t • • ABSTRACT Consider testing for equality of variances in a one-way analysis of variance. Levene's test is the usual F-test for equality of means computed on pseudo-observations, which one defines as the absolute deviations of the data points from an estimate of the group "center". We show that, asymptotically, Levene1s test has the correct level whenever the estimate of group "center" is an...

This paper discusses and formulates a continuoustime SEIR -type epidemic model of pseudo-mass action type with finitely distributed delays under a very general, and in general time-varying, vaccination control rule which eventually generates feedback actions on the susceptible, infectious and recovered subpopulations. A lot of particular vaccination laws can be got from the proposed general one...