Smith, Walter; (1956)On renewal theory, counter problems and quasi-poisson processes." (Air Research and Dev. Command)

Smith, Walter; (1956)On renewal theory, counter problems and quasi-poisson processes." (Air Research and Dev. Command)

Smith, Walter LOn Positive Autoregressive Sequences"

Smith, Walter LOn Positive Autoregressive Sequences"

Smith, Walter L.; (1986).A Proof Using Derived Distributins of the Lindberg Central Limit Theorem."

Smith, Walter L.; (1986).A Proof Using Derived Distributins of the Lindberg Central Limit Theorem."

Smith, Walter L.; (1976)A note on the joint distribution of the duration of a busy period and the total queueing time."

Smith, Walter L.; (1976)A note on the joint distribution of the duration of a busy period and the total queueing time."

Smith, Walter L.; (1963)On the elementary renewal theorem for non-identically distributed bariables."

Smith, Walter L.; (1963)On the elementary renewal theorem for non-identically distributed bariables."

Smith, Walter J., and Sujit Basu; (1972)General moment functions and density version of the central limit theorem."

Smith, Walter J., and Sujit Basu; (1972)General moment functions and density version of the central limit theorem."

Smith, W.L.; (1979)On the Cumulants of Cumulative Processes."

Smith, W.L.; (1979)On the Cumulants of Cumulative Processes."

Smith, W.L.; (1975)On the asymptotic behavior of certain sums of probabilities."

Smith, W.L.; (1975)On the asymptotic behavior of certain sums of probabilities."

Smith, W.L.; (1967)On infinitely divisible laws and a renewal theorem for non-negative random variables."

Smith, W.L.; (1967)On infinitely divisible laws and a renewal theorem for non-negative random variables."

Smith, W.L.; (1967). "Some results using general moment functions."

Smith, W.L.; (1967). "Some results using general moment functions."

Smith, W.L.; (1966)On the weak law of large numbers and the generlized elementary renewal theorem."

Smith, W.L.; (1966)On the weak law of large numbers and the generlized elementary renewal theorem."

Smith, W.L.; (1964)Some remarks on a distribution occurring in neural studies."

Smith, W.L.; (1964)Some remarks on a distribution occurring in neural studies."

Smith, W.L.; (1962)On the elemenatary renewal theorem for non-identically distributed variables."

Smith, W.L.; (1962)On the elemenatary renewal theorem for non-identically distributed variables."

Smith, W.L.; (1961)A note on characteristic functions which vanish identically in an interval."

Smith, W.L.; (1961)A note on characteristic functions which vanish identically in an interval."

Smith, W.L.; (1961)A necessary and sufficient condition for the convergence of the renewal density."

Smith, W.L.; (1961)A necessary and sufficient condition for the convergence of the renewal density."

Smith, W.L.; (1960)On some general renewal theorems for nonidentically distributed variables."

Smith, W.L.; (1960)On some general renewal theorems for nonidentically distributed variables."

Smith, W.L.; (1960)A note on the renewal function when the mean renewal is infinite." Navy.

Smith, W.L.; (1960)A note on the renewal function when the mean renewal is infinite." Navy.

Smith, W.L. and Wilkinson, W.E.; (1970)Branching processes in Markovian environments."

Smith, W.L. and Wilkinson, W.E.; (1970)Branching processes in Markovian environments."

Smith, W.; (1971)The infinitely many server queue with semi-Markovian arrivals and customer dependent exponential service times."

Smith, W.; (1971)The infinitely many server queue with semi-Markovian arrivals and customer dependent exponential service times."

Smith, Robert A.On the Rates of Convergence in Distribution of First Order Stationary Statistics and Von Mises Statistics."

Smith, Robert A.On the Rates of Convergence in Distribution of First Order Stationary Statistics and Von Mises Statistics."

Smith, Richard L.; (1994).Likelihood and Modified Likelihood Estimation for Distributions with Unknown Endpoints."

Smith, Richard L.; (1994).Likelihood and Modified Likelihood Estimation for Distributions with Unknown Endpoints."

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