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Adaptive Estimation How To Hit A Moving Target

Door: Brinkhuis, M.J.S., Maris, G.K.J. | 01-01-2010 An adaptive estimation procedure is presented for tracking changing parameters, such as abilities of students.

The procedure is based on a Metropolis algorithm, a Markov chain Monte Carlo method involving an old state, a new state, and a stochastic innovation such that the Markov chain converges to an invariant distribution. The stochastic innovation is partially provided by responses of persons to items, with the Markov chain as a dynamic estimator of ability. Item responses are incorporated in two different places. First, item responses are incorporated as stochastic innovations of the Metropolis candidate distribution, with a discrete Markov chain as an alternative estimate of ability. Second, item responses are used as acceptance variables. A simulation study is provided to demonstrate some properties of these adaptive estimation procedures in monitoring student abilities. Several applications and extensions are discussed.

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