To describe the log-likelihood computation in our model, let us consider a two scale pyramid for the moment. Given a (vectorized) j × j image I , denote by l = d(I) the coarsened image, and h = I − u(d(I)) to be the high pass. In this section, to simplify the computations, we use a slightly different u operator than the one used to generate the images displayed in Figure 3 of the paper. Namely,...

The monomeric iron(II) amido derivatives Fe{N(H)Ar*}(2) (1), Ar* = C(6)H(3)-2,6-(C(6)H(2)-2,4,6-Pr(i)(3))(2), and Fe{N(H)Ar(#)}(2) (2), Ar(#) = C(6)H(3)-2,6-(C(6)H(2)-2,4,6-Me(3))(2), were synthesized and studied in order to determine the effects of geometric changes on their unusual magnetic properties. The compounds, which are the first stable homoleptic primary amides of iron(II), were obtai...

in this paper, a mathematical modeling is developed for plastic analysis of planar frames. to this end, the researcher tried to design an optimization model in linear format in order to solve large scale samples. the computational result of cpu time requirement is shown for different samples to prove efficiency of this method for large scale models. the fundamental concept of this model is obta...

the aim of the present paper is to evaluate the influence of the soil- foundation- structure interaction (sfsi) effects on the component demand modifier factor of concrete gravity beams based on asce 41-06 standard. to this end, the beam on the nonlinear winkler foundation approach is employed which is a simple and efficient method. at first, four sets of 3-, 6-, 10- and 15-storey concrete mome...

Consider a linear functional L defined on the space $${\mathcal {D}}[s]$$ of Dirichlet polynomials with real coefficients and set {D}}_+[s]$$ non-negative elements in {D}}[s].$$ An analogue Riesz–Haviland theorem this context asks: What are all -positive functionals L, which moment functionals? Since {D}}[s],$$ when considered as subspace $$C([0, \infty ), {\mathbb {R}}),$$ fails to be an adapt...

Abstract In measure theory several results are known how spaces transformed into each other. But since moment functionals represented by a we investigate in this study the effects and implications of these transformations to funcationals, especially with dimensionality reduction. We gain characterizations functionals. Among other things show that for compact path connected set $$K\subset \mathb...