the main purpose of this research is design a competency model for curriculum planners. analysis - inductively method with of the curriculum planner’s expert’s viewpoint was used. to determine the competency model for curriculum planner’s 5-stage methodology byham & moyer was used. in the first phase was reviewed subject literature and academic resources. curriculum experts were interviewed in ...

We propose in this work to derive a CLT in the functional linear regression model. The main difficulty is due to the fact that estimation of the functional parameter leads to a kind of ill-posed inverse problem. We consider estimators that belong to a large class of regularizing methods and we first show that, contrary to the multivariate case, it is not possible to state a CLT in the topology ...

The paper herein presents green p-median problem (GMP) which uses the adaptive type-2 neural network for the processing of environmental and sociological parameters including costs of logistics operators and demonstrates the influence of these parameters on planning the location for the city logistics terminal (CLT) within the discrete network. CLT shows direct effects on increment of traffic v...

Phishing is a pervasive form of online fraud that causes billions in losses annually. Spear phishing is a highly targeted and successful type of phishing that uses socially engineered emails to defraud most of its recipients. Unfortunately, anti-phishing training campaigns struggle with effectively fighting this threat— partially because users see security as a secondary priority, and partially...

We establish a quenched Central Limit Theorem (CLT) for a smooth observable of random sequences of iterated linear hyperbolic maps on the torus. To this end we also obtain an annealed CLT for the same system. We show that, almost surely, the variance of the quenched system is the same as for the annealed system. Our technique is the study of the transfer operator on an anisotropic Banach space ...

The coefficients of the Markov binomial distribution are solved in terms of the underlying state-contingent probabilities of the Markov chain. This will be useful for researchers concerned with the analysis of data generated by a discrete Markov chain. The paper exploits the regenerative nature of the problem and solves the difference equations known to define the distribution. The LLN, CLT and...

The multivariate central limit theorems (CLT) for the volumes of excursion sets of stationary quasi–associated random fields on R are proved. Special attention is paid to Gaussian and shot noise fields. Formulae for the covariance matrix of the limiting distribution are provided. A statistical version of the CLT is considered as well. Some numerical results are also discussed. AMS 2000 subject ...

The Central Limit Theorem (CLT) for additive functionals of Markov chains is a well-known result with long history. In this paper, we present applications to two finite-memory versions the Elephant Random Walk, solving problem from Gut and Stadtmüeller (2018). We also derivation CLT finite state chains, which based on positive recurrence, IID sequences some elementary linear algebra, focuses ch...

Ristiinliimatuista lautakerroksista koottu monikerroslevy, niin sanottu CLT-levy (Cross-Laminated Timber), on vakiinnuttanut paikkansa muiden insinööripuutuotteiden rinnalla teollisessa puurakentamisessa. CLT-levyä käytetään asuinkerrostaloissa, toimistoissa ja muissa jul­kisissa rakennuksissa etenkin seinien lattioiden kantavina rakenteina sekä osana koko ra­ken­nuk­sen jäykistysjärjestelmää. ...

It is proved that the bootstrapped central limit theorem for empirical processes indexed by a class of functions F and based on a probability measure P holds a.s. if and only if F CLT (P ) and ∫ F dP < ∞, where F = supf F |f | and it holds in probability if and only if F ∈ CLT (P ). Thus, for a large class of statistics, no local uniformity of the CLT (about P ) is needed for the bootstrap to w...