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Articles 301 - 317 of 317
Full-Text Articles in Statistics and Probability
The Practical Solutions And Computer Program Of Two Statistical Problems In Simulation, Yee Fong
The Practical Solutions And Computer Program Of Two Statistical Problems In Simulation, Yee Fong
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
In the last several years monte-carlo simulation has become a major tool for the analysis of complex queuing systems which are no readily amenable to analysis by conventional mathematical methods. By a complex queueing system is mean a system composed of, physically or by analogy, a network of stations or servers with traffic units moving through all or some of the servers, into the system and out or around within the system. A traffic unit desiring service by a server may either have to enter a queue first or may be served immediately. Such systems have been simulated often with …
Partially Balanced Incomplete Block Designs, Yaw-Tarng Shih
Partially Balanced Incomplete Block Designs, Yaw-Tarng Shih
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
In balanced incomplete block designs, each pair of treatments is compared with equal precision, and each treatment is paired with every other treatment an equal number of times with in a common block; A is a constant for all treatments. There is one associate class for each treatment in balanced incomplete block designs. These are the most important balanced incomplete block designs, but the need sometimes arises for others; either because no suitable balanced incomplete block design exists, or because, for example, it is necessary to make some comparisons more precisely than others. We can see balanced incomplete block designs …
Stochastic Processes Model And Its Application In Operations Research, Chun Yuan Hsu
Stochastic Processes Model And Its Application In Operations Research, Chun Yuan Hsu
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
Just as the probability theory is regarded as the study of mathematical models of random phenomena, the theory of stochastic processes plays an important role in the investigation of random phenomena depending on time. A random phenomenon that arises through a process which is developing in time and controlled by some probability law is called a stochastic process. Thus, stochastic processes can be referred to as the dynamic part of the probability theory. We will now give a formal definition of a stochastic process.
Let T be a set which is called the index set (thought of as time), then, …
Bayesian Inference For Decision Making, Ming-Yih Kao
Bayesian Inference For Decision Making, Ming-Yih Kao
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
In recent years, Bayesian inference has become very popular in applied statistics. This study will present the fundamental concept of Bayesian inference and the basic techniques of application to statistical quality control, marketing research, and other related fields.
Computer Programs For Incomplete Block Designs, Fred Miller
Computer Programs For Incomplete Block Designs, Fred Miller
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
In most disciplines where research is involved, there exists an occasional problem of having minimal facilities and/or funds for conducting experiments. This often necessitates the use of designs known as incomplete block designs.
Since the calculations needed to provide an appropriate statistical analysis are somewhat tedious, particularJ..y in the larger designs, it is advantageous to have computer programs to do the necessary calculations.
There are several computer programs at Utah State University written in Fortran II language with Forcom subroutines that perform the analyses for incomplete block designs. These programs, for the most part, were authored by Justus Seely and …
A Study Of The Exponential Distirbutions And Their Applications, Michael Chang-Yu Wang
A Study Of The Exponential Distirbutions And Their Applications, Michael Chang-Yu Wang
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
The exponential distribution is a widely known distribution i n statistical theory. It can be regarded as the continuous analogue of the Poisson distribution, discussed by S. D. Poisson in 1837. The Poisson is a limiting form of the Binomial distribution which can be t race d back as early as 1700, discussed by James Bernoulli. A paper by Marsden and Barratt (1911) on the radioactive disintegration of thorium gives a typical frequency distribution which follows the exponential law (8, p. 89). The exponential distribution has achieved importance recently in connection with the theory of stochastic process and has found …
Analysis Of Contingency Tables, James Joseph Biundo
Analysis Of Contingency Tables, James Joseph Biundo
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
Two methods of analyzing multi-dimensional frequency data are detailed.
The Second Order Exponential (SOE) model is applicable for dichotomous classifications. The distribution has two sets of parameters, ϴi's and ϴj's. The ϴi's are interpreted as the log of the odds of the marginal probabilities if no two factor relationships exist. Or if all ϴij are not zero, then the ϴi's are analogous to a main effect in a 2m factorial analysis, (m = number of factors or classifications). The ϴif's may be interpreted as a measure and direction …
Generation Of Random Numbers, Keith H. Eberhard
Generation Of Random Numbers, Keith H. Eberhard
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
Subroutines are written to generate random numbers on the computer. Depending on the subroutine used, the generated random numbers follow the uniform, binomial, normal, chi-square, t, F, or gamma distribution. Each subroutine is tested using the chi-square goodness of fit test to verify that the random numbers generated by each subroutine follow the statistical distribution for which it is written. The interpretation of the test results indicates that each subroutine generates random numbers which closely approximates the theoretical distribution for which it is designed.
The approach used in the subroutine which generates gamma distributed random numbers involves the use of …
Computer Analysis Of Consumer Attitude And Consumption Data For Fluid Milk Products, James Reed Fisher
Computer Analysis Of Consumer Attitude And Consumption Data For Fluid Milk Products, James Reed Fisher
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
The American public, with a per capita disposable income currently at an all time high, has become a source of vital concern to dairy market researchers. The unique socio-economic structure of the present generation causes the dairy industry to be concerned with how the consumer view its products. Effective education and advertising programs must be developed to attract the taste and meet the demands of the consumer.
Two factors which greatly influence market research and advertising programs are the attitude of the consumer toward a given product and the relationship of attitude to the degree of actual milk consumption. To …
Numerical Approximations To The Cumulative Chi-Square Distribution, The Cumulative T-Distribution And The Cumulative F-Distribution For Digital Computers, Grace Yuan-Chuen Wang
Numerical Approximations To The Cumulative Chi-Square Distribution, The Cumulative T-Distribution And The Cumulative F-Distribution For Digital Computers, Grace Yuan-Chuen Wang
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
There are good tables of the frequently used cumulative frequency distributions. These tables have some limitations with respect to the number of percentage points that are available. The main drawback in computer usage of these tables is that large amounts of storage and elaborate search and interpolation techniques are necessary for their use.
It is the purpose of this study to present associated numerical methods for digital computer which are satisfactorily accurate and which are reasonably economical in both time and machine memory capacity. To carry out this objective the following procedures were used:
1. A review of literature on …
Estimation Of Parameters Of Normal Populations From Truncated Samples, Kuo-Chung Liang
Estimation Of Parameters Of Normal Populations From Truncated Samples, Kuo-Chung Liang
All Graduate Plan B and other Reports, Spring 1920 to Spring 2023
In statistical experiments, if a random sample of items drawn from a population is tested until all items fail, conventional statistical techniques may be employed but normal frequency distributions may not be satisfied. Failure of the data to satisfy the assumption of normality may lead to an invalid result. Some statistical results, however, have been shown to be robust to the failure of the data to meet normality. When using conventional experimental methods, considerable time and money are required to produce failure of all samples. To be economical, many experiments are concluded before all test items fail. A sample obtained …
Rational Arithmetic As A Means Of Matrix Inversion, Jay Roland Peterson
Rational Arithmetic As A Means Of Matrix Inversion, Jay Roland Peterson
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
The solution to a set of simultaneous equations is of the form A-1 B = X where A-1 is the inverse of A in the equation AX= B. The purpose of this study is to obtain an exact A-1 through the use of rational arithmetic, and to study the behavior of rational numbers when used in arithmetic calculations.
This study describes a matrix inversion program written in SPS II, utilizing the concept of rational arithmetic. This program, using the Gaussian elimination matrix inversion method, is compared to the same method written in Fortran. Gaussian elimination …
Design Optimization Using Model Estimation Programming, Richard Kay Brimhall
Design Optimization Using Model Estimation Programming, Richard Kay Brimhall
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
Model estimation programming provides a method for obtaining extreme solutions subject to constraints. Functions which are continuous with continuous first and second derivatives in the neighborhood of the solution are approximated using quadratic polynomials (termed estimating functions) derived from computed or experimental data points. Using the estimating functions, an approximation problem is solved by a numerical adaptation of the method of Lagrange. The method is not limited by the concavity of the objective function.
Beginning with an initial array of data observations, an initial approximate solution is obtained. Using this approximate solution as a new datum point, the coefficients for …
Fortran Programs For The Calculation Of Most Of The Commonly Used Experimental Design Models, H. Wain Greenhalgh
Fortran Programs For The Calculation Of Most Of The Commonly Used Experimental Design Models, H. Wain Greenhalgh
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
Two computer programs were developed using a CDC 3100. They were written in FORTRAN IV.
One program uses four tape drives, one card reader, and one printer. It will calculate factorial analysis of variance with or without covariance and/or multivariate analysis for one to eight factors and up to twenty-five variables.
The other program is used for completely randomized designs, randomized block designs, and latin square designs. It will handle twenty-five treatments, rows (blocks), and columns. The program can handle fifteen variables using any number of these variables for covariates.
Spectral Analysis Of Time-Series Associated With Control Systems, Karl Leland Smith
Spectral Analysis Of Time-Series Associated With Control Systems, Karl Leland Smith
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
The progress of science is based to a large degree on experimentation. The scientist, engineer, or researcher is usually interested in the results of a single experiment only to the extent that he hopes to generalize the results to a class of similar experiments associated with an underlying phenomenon. The process by which this is done is called inductive inference and is always subject to uncertainty. The science of statistical inference can be used to make inductive inferences for which the degree of uncertainty can be measure in terms of probability. A second type of inference called deductive inference is …
Formulation Of Error Structures Under Non-Orthogonal Situations, Justus Frandsen Seely
Formulation Of Error Structures Under Non-Orthogonal Situations, Justus Frandsen Seely
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
To gain an appreciation or understanding for the title of this study we must first understand what the phrases "non-orthogonal" and "error structure" mean. With an understanding of these terms the title of this study will become clear.
To obtain an understanding of the term non-orthogonal, consider an experiment where differing treatments are applied to groups of experimental units in order to observe the differential treatment responses. If an equal number of experimental units are in each group, then we say we have an orthogonal situation. This means that when equal numbers exist among the experimental units, that the variability …
Simulation Of Mathematical Models In Genetic Analysis, Dinesh Govindal Patel
Simulation Of Mathematical Models In Genetic Analysis, Dinesh Govindal Patel
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
In recent years a new field of statistics has become of importance in many branches of experimental science. This is the Monte Carlo Method, so called because it is based on simulation of stochastic processes. By stochastic process, it is meant some possible physical process in the real world that has some random or stochastic element in its structure. This is the subject which may appropriately be called the dynamic part of statistics or the statistics of "change," in contrast with the static statistical problems which have so far been the more systematically studied. Many obvious examples of such processes …