نتایج جستجو برای: ثتا θ

تعداد نتایج: 14017  

Journal: :Electronics 2022

We have updated the global Synthetic Storm Technique (referred to as SST) by reformulating it according a larger database of rain rate time series collected in several sites different climatic regions. For each site, average annual probability distribution attenuation obtained with SST, PSST,gloA, slant path, was compared that given full PSSTA, which we considered experimental data. The test pe...

Journal: :Journal of Nonlinear Sciences and Applications 2016

Journal: :Topology and its Applications 2000

Journal: :Journal of Pure and Applied Algebra 2000

2016
James Worrell

A substitution is a function θ from the set of σ-terms back to itself such that (writing function application on the right) cθ = c for each constant symbol c and f(t1, . . . , tk)θ = f(t1θ, . . . , tkθ) for each k-ary function symbol f . It is clear that the composition of two such substitutions (as functions) is also a substitution. We have previously considered substitutions of the form [t/x]...

2004
Richard L. Smith

Suppose we are given a random vector Y consisting of n observations with joint density fn(· ; θ) depending on a p-dimensional parameter θ. We write `n(θ) for the log likelihood, `n(θ) = log fn(Y ; θ) where Y are the actual observations. The most familiar case is when Y consists of independent observations Y1, ..., Yn with common density f0(· ; θ); henceforth, this is called the i.i.d. case. In ...

2015
O. Castejón V. Kaloshin

In this paper we propose a model of random compositions of maps of a cylinder, which in the simplified form is as follows: (θ, r) ∈ T×R = A and f±1 : ( θ r ) 7−→ ( θ + r + εu±1(θ, r). r + εv±1(θ, r). ) , where u± and v± are smooth and v± are trigonometric polynomials in θ such that ∫ v±(θ, r) dθ = 0 for each r. We study the random compositions (θn, rn) = fωn−1 ◦ · · · ◦ fω0(θ0, r0) with ωk ∈ {−...

Journal: :J. Computational Applied Mathematics 2011
José M. Ferreira Neville J. Ford Md. Abdul Malique Sandra Pinelas Yubin Yan

In this work we study the oscillatory behaviour of the differential equation of mixed type x′ (t) = ∫ 0 −1 x (t− r (θ)) dν (θ) + ∫ 0 −1 x (t+ τ (θ)) dη (θ) with delays, r (θ) , and advances, τ (θ) , both differentiable. Some analytical and numerical criteria are obtained in order to guarantee that all solutions are oscillatory.

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