Walter L. Smith

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An Analysis of the Purchase of the Plum Creek Water System in Kyle, Texas

Walter L. Smith, 2010 .

More Specialized Topics

David R. Cox, Walter L. Smith, 1971 .

Proceedings of the Symposium on Congestion Theory

Walter L. Smith, C. C. Heyde, William E. Wilkinson, 1967 .

Some remarks on a distribution occurring in neural studies

Walter L. Smith, 1964 .

More about Simple Queues

David R. Cox, David R. Cox, Walter L. Smith, 1971 .

REMARKS ON RENEWAL THEORY WHEN THE QUALITY OF RENEWALS VARIES

Walter L. Smith, 1967 .

A note on the joint distribution of the duration of a busy period and the total queueing time

Walter L. Smith, 1976 .

Probability and Statistics

Walter L. Smith, 1959, Nature.

On Branching Processes in Random Environments

Walter L. Smith, W. Wilkinson, 1969 .

ON THE SUPERPOSITION OF RENEWAL PROCESSES

Walter L. Smith, D. Cox, 1954 .

On renewal theory, counter problems and quasi-Poisson processes

Walter L. Smith, 1957 .

On the elementary renewal theorem for non-identically distributed variables

Walter L. Smith, 1964 .

On the distribution of queueing times

Walter L. Smith, 1953, Mathematical Proceedings of the Cambridge Philosophical Society.

A direct proof of a fundamental theorem of renewal theory

David R. Cox, Walter L. Smith, D. Cox, 1953 .

THE SUPERPOSITION OF SEVERAL STRICTLY PERIODIC SEQUENCES OF EVENTS

David R. Cox, Walter L. Smith, D. Cox, 1953 .

A Note on Truncation and Sufficient Statistics

Walter L. Smith, 1957 .

Infinitesimal renewal processes.

Walter L. Smith, 1959 .

On the tails of queueing-time distributions

Walter L. Smith, 1972 .

On renewal theory, counter problems, and quasi-Poisson processes

Walter L. Smith, 1958, Mathematical Proceedings of the Cambridge Philosophical Society.

On renewal theory, counter problems, and quasi-Poisson processes

Walter L. Smith, 1957, Mathematical Proceedings of the Cambridge Philosophical Society.

A proof using derived distributions of the Lindeberg central limit theorem

Walter L. Smith, 1986 .

Branching processes in Markovian environments

Walter L. Smith, W. Wilkinson, 1971 .

A Note on the Renewal Function When the Mean Renewal Lifetime is Infinite

Walter L. Smith, 1961 .

II.—Asymptotic Renewal Theorems

Walter L. Smith, 1953, Proceedings of the Royal Society of Edinburgh. Section A. Mathematical and Physical Sciences.

A Prelif.1hjary Report

Walter L. Smith, 2022 .

Necessary Conditions for Almost Sure Extinction of a Branching Process with Random Environment

Walter L. Smith, 1968 .

General moment functions and a density version of the central limit theorem

Walter L. Smith, S. Basu, 1974, Mathematical Proceedings of the Cambridge Philosophical Society.

On Infinitely Divisible Laws and a Renewal Theorem for Non-Negative Random Variables

Walter L. Smith, 1968 .

On the weak law of large numbers and the generalized elementary renewal theorem

Walter L. Smith, 1967 .

On necessary and sufficient conditions for the convergence of the renewal density

Walter L. Smith, 1962 .

On some general renewal theorems for nonidentically distributed variables

Walter L. Smith, 1961 .

On transient regenerative processes

Walter L. Smith, E. Murphree, 1986, Journal of Applied Probability.

Regenerative stochastic processes

Walter L. Smith, W. L. Smith, 1955, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.

A theorem on functions of characteristic functions and its application to some renewal theoretic random walk problems

Walter L. Smith, 1967 .

Extensions of a renewal theorem

Walter L. Smith, 1955, Mathematical Proceedings of the Cambridge Philosophical Society.

A Frequency-function form of the central limit theorem

Walter L. Smith, 1953, Mathematical Proceedings of the Cambridge Philosophical Society.