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Predicting democratic peace (DP) breakdown : a new gametheoretic model of democratic crisis behaviorStocco, Aaron B. January 1999 (has links)
No description available.

22 
THE APPLICATION OF CAUSAL MODELING TO THE GOODMAN MODEL OF READING (CLOZE; MISCUE; PSYCHOLINGUISTICS).MURPHY, SHARON MARY. January 1987 (has links)
The research literature is replete with relatively small scale studies investigating various theories of reading. This research is often exploratory rather than confirmatory in nature. To avoid such limitations, samples from a large data base were used to examine causal models based on the Goodman theory of reading and the concepts of process and product comprehension. Two separate causal models were created using the following variables: graphic similarity, sound similarity, acceptability with prior text, acceptability with following text, acceptability or correction, the retelling score for the text read, the Comprehensive Tests of Basic Skills Vocabulary and Comprehension scores, and the Degrees of Reading Power (DRP) scores. The sample for one model consisted of 448 Grade Two to Grade Five students enrolled in a Chapter I program in the southwestern United States. The sample for the second model consisted of only the Grade Four and Grade Five students from the larger sample since DRP scores were not available for other students. In the hypothesized models graphic and sound similarity, and acceptability with prior and following were posited to load on a latent factor representing the unitary dimension of reading which in turn was posited to be causally related to process and product variables. Process variables included the acceptable or corrected score (RMI comprehending score) and the DRP score. Product variables included the CTBS scores and the retelling score. Product variables were posited to be dependent upon process variables. Analysis was conducted using the LISREL program. For both models causal pathways were dropped between process and product comprehension variables but were retained between the latent variables of reading and process and product comprehension. In addition, the DRP score loaded on product comprehension more than on process comprehension while retelling loaded more on process comprehension than product comprehension. Variables relating to the Goodman theory appeared to be more interrelated than those external to the theory. Implications for the uses of causal modeling and the constructs of process and product comprehension are discussed.

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DEVELOPMENT AND VALIDATION OF A NEW MAXIMUM LIKELIHOOD CRITERION SUITABLE FOR DATA COLLECTED AT UNEQUAL TIME INTERVALSDuan, Qingyun, Sorooshian, Soroosh, Ibbitt, Richard P. 08 1900 (has links)
A new Maximum Likelihood Criterion (MLE) suitable for data which are
recorded at unequal time intervals and contain autocorrelated errors is developed.
Validation of the new MLE criterion has been carried out both on a simple two 
parameter reservoir model using synthetical data and on a more complicated hillslope
model using real data from the Pukeiti Catchment in New Zealand. Comparison
between the new MLE criterion and the Simple Least Squares (SLS) criterion reveals
the superiority of the former over the latter. Comparison made between the new
MLE and the MLE for autocorrelated case proposed by Sorooshian in 1978 has
shown that both criteria would yield results with no practical difference if equal
time interval data were used. However, the new MLE can work on variable time
interval data which provide more information than equal time interval data, and
therefore produces better visual results in hydrologic simulations.

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Steady state solutions of nonlinear dynamic systems馮達淸, Fung, Tatching. January 1989 (has links)
published_or_final_version / Civil and Structural Engineering / Doctoral / Doctor of Philosophy

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Numerical study on wind field and air pollutant dispersion in urban street canopies夏激揚, Xia, Jiyang. January 2000 (has links)
published_or_final_version / Mechanical Engineering / Doctoral / Doctor of Philosophy

26 
Vibration and stability analysis of platetype structures under movingloads by analytical and numercial methods鄭定陽, Zheng, Dingyang. January 1999 (has links)
published_or_final_version / Civil Engineering / Doctoral / Doctor of Philosophy

27 
A uniformprice method for contract auctionsYang, Kangle., 楊康樂. January 2005 (has links)
published_or_final_version / abstract / Mathematics / Master / Master of Philosophy

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Hydraulics of bottom rack chamber for supercritical flow diversionWong, Kachung, Colin., 黃家聰. January 2009 (has links)
published_or_final_version / Civil Engineering / Master / Master of Philosophy

29 
Optimal procurement auctions with endogenous quantityPu, Junyi., 浦俊懿. January 2009 (has links)
published_or_final_version / Industrial and Manufacturing Systems Engineering / Master / Master of Philosophy

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A new mathematical model for a propagating Gaussian beam.Landesman, Barbara Tehan. January 1988 (has links)
A new mathematical model for the fundamental mode of a propagating Gaussian beam is presented. The model is twofold, consisting of a mathematical expression and a corresponding geometrical representation which interprets the expression in the light of geometrical optics. The mathematical description arises from the (0,0) order of a new family of exact, closedform solutions to the scalar Helmholtz equation. The family consists of nonseparable functions in the oblate spheroidal coordinate system and can easily be transformed to a different set of solutions in the prolate spheroidal coordinate system, where the (0,0) order is a spherical wave. This transformation consists of two substitutions in the coordinate system parameters and represents a more general method of obtaining a Gaussian beam from a spherical wave than assuming a complex point source on axis. Further, each higherorder member of the family of solutions possesses an amplitude consisting of a finite number of higherorder terms with a zeroorder term that is Gaussian. The geometrical interpretation employs the skewline generator of a hyperboloid of one sheet as a raylike element on a contour of constant amplitude in the Gaussian beam. The geometrical characteristics of the skew line and the consequences of treating it as a ray are explored in depth. The skew line is ultimately used to build a nonorthogonal coordinate system which allows straightline propagation of a Gaussian beam in threedimensional space. Highlights of the research into other methods used to model a propagating Gaussian beamsuch as complex rays, complex point sources and complex argument functionsare reviewed and compared with this work.

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