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Search theses and dissertations gathered from participating repositories worldwide. Every result links back to the library that holds it. No account is needed.
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Showing 1 to 20 of 483 for “"Binomial"”.
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Chain binomial epidemic models
Call number: LD2668 .R4 STAT 1988 C35
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Chain binomial epidemic models
Call number: LD2668 .R4 STAT 1988 C35
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The negative binomial distribution
… the major literature dealing with the negative binomial distribution. An account of the forms of the distribution is presented. This includes compound, limiting and truncated forms and examples of their occurrence. Parameter estimation is treated in a few specific cases. In particular, the …
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The Censored Heterogeneous Negative Binomial Model
… cutoff values.</p> <p> The Poisson and negative binomial (NB) regression models are two of the most commonly used regression models for the analysis of discrete count data. The censored negative binomial (CNB) model is a variant of the negative binomial model that is appropriate for censored, …
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Sequential Estimation of a Binomial Parameter
Made available in DSpace on 2014-12-05T22:27:22Z (GMT). No. of bitstreams: 1 6004014.pdf: 971377 bytes, checksum: ce61fa0363f83b0df094679db7da6fce (MD5) Previous issue date: 1960
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Bayes-suggested solutions in binomial estimation
… with the estimation of three functions of the binomial probability of "success": estimation of a linear combination of independent binomial probabilities; fixed precision estimation of the binomial probability; and estimation of the logit transformation of the binomial probability. A Bayesian …
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New Multivariate Zero-Inflated Beta-Binomial Distribution
The multivariate zero-inflated beta-binomial model is significantly important for modelling and analyzing multivariate proportional data with extra zeros. Comparing with the binomial model, the beta-binomial model is a better alternative for explicitly accounting for over-dispersion, and …
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Computing the Binomial Part of Polynomial Ideals
… we present a complete algorithm to compute its binomial part.
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Statistical methods for binomial and Gaussian sequences
… computational method for calculating the Poisson Binomial distribution function, which is the distribution of a sum of independent but not identically distributed Bernoulli random variables. Our proposed scheme is shown to be the fastest available method for exact computation of the distribution …
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Parallelizing Tree Traversals for Binomial Option Pricing
… used quantitative analysis tools include binomial trees, which are useful to represent possible future model states and estimate the current value of an asset. Open-source libraries such as QuantLib provide tools to help analysts implement such algorithsms without needing to reinvent …
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Surveillance of Negative Binomial and Bernoulli Processes
… count data modeled from the Poisson and negative binomial distributions in a healthcare setting. Syndromic counts are currently monitored by the BioSense program within the Centers for Disease Control and Prevention (CDC) to provide real-time biosurveillance. The Early Aberration Reporting System …
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A Two-Parameter Lindley-Binomial Distribution: Properties and Applications
The binomial distribution is a common and well known distribution that many situations and applications of binomial distribution can be found. In the real life anything that can be thought of a success or a failure can be considered as a Binomial distribution. However, this kind of instances does …
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The binomial error model applied to time-limit tests
Contains fulltext : mmubn000001_24772260x.pdf (Publisher’s version ) (Open Access)
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Characterizing the properties of specific binomial coefficients in congruence relations
<p>The number theoretic conjecture we examine in this paper originates when trying to construct a characterizable generating set for the complex cobordism polynomial ring. To date there is no efficient, universal method for characterizing such a generating set. Wilfong conjectures that smooth …
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Approximating the point binomial with the Gram-Charlier type B series
Thesis (B.S.)--Massachusetts Institute of Technology, School of Industrial Management, 1960.
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Number-theoretic properties of the binomial distribution with applications in arithmetic geometry
… field of order q is approximated by a particular binomial distribution. We generalize their arguments to obtain a similar theorem concerning hypersurfaces in projective m-space. We briefly describe Bucur and Kedlaya's generalization to complete intersections. We then prove theorems concerning the …
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¹H-MRSI at 7T using spectral-selective binomial excitation and adiabatic refocusing
… adiabatic pulses. On the other hand, binomial pulses offer strong spectral selectivity, B₁ insensitivity, and efficient water suppression. Motivated by these advantages, we combine these pulse designs with a union-of-subspace (UoSS) model and SPectroscopic Imaging by exploiting …
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