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Articles 1 - 14 of 14
Full-Text Articles in Physical Sciences and Mathematics
Terminal Talk - The Wofford Connection - December 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - December 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Symmetric Binary B-Trees: Data Structure And Algorithms For Random And Sequential Information Processing, Rudolf Bayer
Symmetric Binary B-Trees: Data Structure And Algorithms For Random And Sequential Information Processing, Rudolf Bayer
Department of Computer Science Technical Reports
No abstract provided.
Terminal Talk - The Wofford Connection - October 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - October 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Terminal Talk - The Wofford Connection - September 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - September 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Terminal Talk - The Wofford Connection - August 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - August 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
An Axiom System For The Weak Monadic Second Order Theory Of Two Successors, Dirk Siefkes
An Axiom System For The Weak Monadic Second Order Theory Of Two Successors, Dirk Siefkes
Department of Computer Science Technical Reports
No abstract provided.
A Simplex Algorithm - Gradient Projection Method For Nonlinear Programming, L. Duane Pyle
A Simplex Algorithm - Gradient Projection Method For Nonlinear Programming, L. Duane Pyle
Department of Computer Science Technical Reports
No abstract provided.
Terminal Talk - The Wofford Connection - June 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - June 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Unsteady Flow Toward Partially Penetrating Artesian Wells, Y. H. Huang
Unsteady Flow Toward Partially Penetrating Artesian Wells, Y. H. Huang
KWRRI Research Reports
A numerical method programmed for a high-speed computer was developed for determining the drawdown around an artesian well. A salient feature of the program is that it can be used for both fully and partially penetrating wells in either infinite or finite aquifers. The method Involves the application of finite difference equations to the well-known heat equation using a graded network. A comparison of the finite difference solutions with those obtained from the close-form formulas of Muskat, Theis, and Hantush indicates the validity of the method. A comparison between the finite difference solutions and the drawdowns measured on a sand …
Terminal Talk - The Wofford Connection- May 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection- May 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Terminal Talk - The Wofford Collection - March 1971, Wofford College Computer Center
Terminal Talk - The Wofford Collection - March 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Terminal Talk - The Wofford Connection February 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection February 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Terminal Talk - The Wofford Connection - January 1971, Wofford College Computer Center
Terminal Talk - The Wofford Connection - January 1971, Wofford College Computer Center
Terminal Talk
No abstract provided.
Bayesian Confidence Limits For The Reliability Of Mixed Exponential And Distribution-Free Cascade Subsystems, Melvin D. Springer, James K. Byers
Bayesian Confidence Limits For The Reliability Of Mixed Exponential And Distribution-Free Cascade Subsystems, Melvin D. Springer, James K. Byers
Computer Science Faculty Research & Creative Works
The problem treated here is the theoretical one of deriving exact Bayesian confidence intervals for the reliability of a system consisting of some independent cascade subsystems with exponential failure probability density functions (pdf) mixed with other independent cascade subsystems whose failure pdf's are unknown. The Mellin integral transform is used to derive the posterior pdf of the system reliability. The posterior cumulative distribution function (cdf) is then obtained in the usual manner by integrating the pdf, which serves the dual purpose of yielding system reliability confidence limits while at the same time providing a check on the derived pdf. A …