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20042009
most citedOn universal estimates for binary renewal processes

5 citations · 14 across the 13 of their papers we have counts for

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math.PR20085 cited

On universal estimates for binary renewal processes

Gusztáv Morvai, Benjamin Weiss

A binary renewal process is a stochastic process taking values in where the lengths of the runs of 1's between successive zeros are independent. After observing…

math.PR2008

On Sequential Estimation and Prediction for Discrete Time Series

G. Morvai, B. Weiss

The problem of extracting as much information as possible from a sequence of observations of a stationary stochastic process has been considered by many authors fr…

math.PR2007

Order estimation of Markov chains

G. Morvai, B. Weiss

We describe estimators , which when applied to an unknown stationary process taking values from a countable alphabet , converge almost surely to

math.PR2007

Prediction for discrete time series

G. Morvai, B. Weiss

Let be a stationary and ergodic time series taking values from a finite or countably infinite set . Assume that the distribution of the process is otherwise unk…

math.PR2007

Intermittent estimation of stationary time series

G. Morvai, B. Weiss

Let be a stationary real-valued time series with unknown distribution. Our goal is to estimate the conditional expectation of based on the observ…

math.PR20074 cited

Forecasting for stationary binary time series

Gusztav Morvai, Benjamin Weiss

The forecasting problem for a stationary and ergodic binary time series is to estimate the probability that based on the observations , $0…