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Showing 1 to 20 of 198 for “"Bernoulli"”.
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Periodic Bernoulli Numbers and Polynomials
Made available in DSpace on 2014-12-14T13:09:45Z (GMT). No. of bitstreams: 1 8009200.pdf: 1901905 bytes, checksum: fd94244d4e5dd00fb27c129d8a14e348 (MD5) Previous issue date: 1979
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Amostragem inversa de Bernoulli e aplicações
… dissertação, o plano de amostragem inversa de Bernoulli é apresentado, suas propriedades estatísticas discutidas, e o potencial de seu uso no segundo estágio de planos amostrais de dois estágios, para selecionar a amostra durante o processo de atualização do cadastro, investigado. O desempenho …
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Surveillance of Negative Binomial and Bernoulli Processes
… sum (CUSUM) charts, based on geometric and Bernoulli random variables is explored. An evaluation of the unit and group--runs (UGR) chart is performed, where it is shown that the in--control behavior of this chart is quite misleading and should not be recommended for practitioners.
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An Adaptive Bayesian Approach to Bernoulli-Response Clinical Trials
… equation is used to model the outcome of Bernoulli-response clinical trials. A Bayesian adaptive design is used to fit the logistic equation to the dose-response curve of Phase II and Phase III clinical trials. Because of inherent restrictions in the logistic model, symmetric candidate …
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THE LOW-INTENSITY LIMIT OF BERNOULLI-VORONOI AND POISSON-VORONOI MEASURES
On a graph G the Bernoulli-Voronoi measure is an edge percolation process obtained as a result of the following procedure; first select vertices by a Bernoulli site percolation,with intensity p, as nuclei for a Voronoi tessellation and then delete edges whose end vertices lie in different Voronoi …
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An application of Bernoulli polynomials to the theory of cyclotomic fields.
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 1965
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Dynamic Probability Control Limits for Risk-Adjusted Bernoulli Cumulative Sum Charts
The risk-adjusted Bernoulli cumulative sum (CUSUM) chart developed by Steiner et al. (2000) is an increasingly popular tool for monitoring clinical and surgical performance. In practice, however, use of a fixed control limit for the chart leads to quite variable in-control average run length (ARL) …
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Zeros of P-Adic L-Functions and Densities Relating to Bernoulli Numbers
… be irregular if it divides the numerator of the Bernoulli number B(,i) for some even integer i between 1 and p-2. For every irregular pair (p,i) with p < 125,000 it is known that the corresponding p-adic L-function L(,p)(s,(chi)(,i)) of Kubota and Leopoldt has a unique zero ('i)(kappa) in the …
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Active damping of a Bernoulli-Euler beam via end point impedance control using distributed parameter techniques
Thesis (M.S.)--Massachusetts Institute of Technology, Dept. of Mechanical Engineering, 1987.
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Regularity of solutions and the free boundary for a class of Bernoulli-type parabolic free boundary problems with variable coefficients
<p>In this work the regularity of solutions and of the free boundary for a type of parabolic free boundary problem with variable coefficients is proved. After introducing the problem and its history in the introduction, we proceed in Chapter 2 to prove the optimal Lipschitz regularity of viscosity …
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Active Nonlinear Vibration Control of Engineering Structures of Multiple Dimensions
… typical engineering structures, including Euler-Bernoulli beams and axially moving structures. Nonlinear vibrations wildly exist in engineering structures, such as bridge, aircrafts, micro-electro-mechanical devices, and elevator cables. Comparing to linear vibrations, nonlinear vibrations may …
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Applications of Control Charts in Medicine and Epidemiology
… where data are observed as a sequence of Bernoulli trials and propose the Bernoulli CUSUM chart as a desirable method for the surveillance of rare health events. We compare the steady-state average run length performance of the Sets methods and its modifications to the Bernoulli CUSUM …
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In silico and in vitro analysis of calcific and rheumatic aortic stenosis
… and the TPG estimated using the simplified Bernoulli equation. The simplified Bernoulli equation is derived from the Bernoulli equation and relates the pressure gradient across the valve to the velocity of the blood flowing through the valve. As the simplified Bernoulli equation is …
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Medidas autosemejantes con solapamiento : Dimensión, momentos y aproximación
… las convoluciones infinitas de distribuciones de Bernoulli, que llamaremos ICBM (del inglés Inflnitely Convolution Bernoulli Measures), planteado ya en 1935 por B. Jessen y A. Wintner. Este es un ejemplo de medidas autosemejantes con solapamiento que, en principio, puede parecer bastante sencillo …
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GLR Control Charts for Monitoring a Proportion
… The second part of this research develops a Bernoulli GLR chart to monitor processes based on the continuous inspection, in which case samples of size n=1 are observed. A constant upper bound is imposed on the estimate of the process shift, preventing the corresponding Bernoulli GLR statistic …
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Quasi-Newton and Multigrid Methods for Semiconductor Device Simulation
… to the semiconductor device equations using the Bernoulli function approximation to the exponential function is described, and the robustness of this approximation is demonstrated. Sheikh's convergence analysis of Gummel's method and quasi-Newton methods is extended to a nonuniform mesh and the …
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Efficient schemes on solving fractional integro-differential equations
… existing methods. The analytical expression of Bernoulli polynomial operational matrix of right-sided Caputo’s fractional derivative and the Bernoulli expansion coefficient for a two-variable function is derived. Linear FIDE with mixed left and right-sided Caputo’s derivative is first considered …
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Combining altimetry and hydrography with inverse methods
We describe a generalization of the Bernoulli inverse method, which produces an estimate of Sea Surface Height (SSH) across the region of interest rather than simply at station positions. Real-time ‘float’ observations and satellite altimetry measurements are used to map a ‘sea surface elevation’ …
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d-bar continuity beyond subshifts of finite type
… by Ornstein to study the isomorphism problem for Bernoulli shifts. Ornstein showed that entropy is a complete invariant for the class of Bernoulli shifts: two Bernoulli shifts are isomorphic if and only if they have the same entropy. A key tool in this proof was the $\overline{d}$-metric. Many …
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