General Copyright Policy

Copyright is the ownership and control of the intellectual property in original works of authorship which are subject to copyright law.

It is the policy of Stanford University that all rights in copyright shall remain with the creator unless the work is a work-for-hire (and copyright vests in the University under copyright law), is supported by a direct allocation of funds through the University for the pursuit of a specific project, is commissioned by the University, makes significant use of University resources or personnel, or is otherwise subject to contractual obligations.

Technical Reports

Technical reports are available from a variety of series, spanning many different reporting groups and funding agencies. To date, all known reports that are present in the Archive have been scanned and appear on this site!

If you find an error on these pages, or have information regarding any of our missing reports, please send a message to the Technical Reports Archive at stat-techreports@lists.stanford.edu.

You can search using title keywords, author, and/or year of issue, or browse the reports by series.

Report # (Alt Rpt #)	Date	Author	Title
SOL ONR 65	Nov 1960	S.A. Bessler H. Chernoff A.W. Marshall	An Optimal Sequential Accelerated Life Test
SOL ONR 64	Nov 1960	R. Pyke	Markov Renewal Processes of Zero Order and Their Application to Counter Theory
SOL ONR 63	Oct 1960	H. Chernoff	Optimal Accelerated Life Designs for Estimation
SOL ONR 62	Oct 1960	G. Schwarz	Sequential Testing of Truncation Parameters (Large Sample Theory)
SOL ONR 61	Sep 1960	R.G. Miller, Jr.	Continuous Time Stochastic Storage Processes with Random Linear Inputs and Outputs
SOL ONR 60	Aug 1960	A. Albert	Estimating the Infinitesimal Generator of a Continuous Time, Finite State Markov Process
SOL ONR 59	Aug 1960	H. Chernoff	Sequential Tests for the Mean of a Normal Distribution
SOL ONR 58	Aug 1960	I. Olkin R.F. Tate	Multivariate Correlation Models with Mixed Discrete and Continuous Variables
SOL ONR 57	Apr 1960	R. Barlow	Applications of Semi-Markov Processes to Counter and Reliability Problems
SOL ONR 56	Apr 1960	S.A. Bessler	Theory and Applications of the Sequential Design of Experiments, k-Actions and Infinitely Many Experiments, Part II Applications

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General Copyright Policy

Technical Reports

Pages

For Students

For Visitors

For Instructors

For Researchers