In engineering, it is usual to model the data so as make a decision under problem of uncertainty. Commonly, in engineering skewed right, and distributions statistics are appropriate models for making Bayesian paradigm. To lifetime an electronic device, engineer can use estimators compute effect evidence increasing probability device by using prior information. This study presents estimation sha...

Phillips, R. S. & Kaufman, S. (1984) J. Biol. Chem. 259,2474-2479 Pogson, C. I., Carpenter, W. R., Cook, J . S., Fisher, M. J., Lomax, M. A,, Salter, M. &Stanley, J . C. (1984) Proc. Nutr. Soc. 43, 119132 Salter, M., Stanley, J. C., Fisher, M. J. & Pogson, C. I. (1984) Biochem. J . 221, 431-438 Shiman, R. & Jefferson, L. S. (1982) J. Biol. Cham. 257, 839-844 Shiman, R., Mortimore, G. E., Schwor...

A finite element flow solver based on unstructured grids is employed for studying the aerodynamic characteristics of Micro Air Vehicles. Inviscid and viscous flow simulations were performed for two different Micro Air Vehicles developed at NRL. Lift and drag force variations were computed for a range of flow angles and control surface angles. The Baldwin-Lomax turbulence model was employed for ...

Receiver Operating Characteristics (ROC) curve serves as a statistical tool to measure the quality of Biomarker in 5 accessing the accuracy of any diagnostic test. This paper portrays the historical background of ROC curve and reviews various 6 parametric methods adopted for fitting the ROC curve till date. The parametric ROC models that are considered in this paper 7 are Bi-Normal, Bi-Gamma, B...

Abstract A new compound Lomax model is proposed and analyzed. The novel distribution derived based on compounding the zero truncated Poisson exponentiated exponential distribution. density can be “monotonically left skewed,” right skewed” “symmetric” with various useful shapes. hazard rate “upside down bathtub-increasing,” “bathtub ( U -shape),” decreasing,” “increasing-constant” increasing.” R...

In the paper, an overview is presented of results on convergence rate bounds in limit theorems concerning geometric random sums and their generalizations to mixed Poisson sums, including case where mixing law itself a exponential distribution. The main focus upper for Zolotarev ζ-metric as distance between pre-limit laws. New are that extend existing estimates (in well-known Rényi theorem) cons...

Mixture transition distribution (MTD) time series models build high-order dependence through a weighted combination of first-order densities for each one specified number lags. We present framework to construct stationary MTD that extend beyond linear, Gaussian dynamics. study conditions strict stationarity which allow different constructions with either continuous or discrete families the give...

Abstract: In this paper we consider various Marshall-Olkin distributions and develop autoregressive minification processes with stationary marginals as exponential, Weibull, uniform, Pareto, Gumbel, Lomax etc. The applications in reliability modelling and stress-strength analysis are considered.Problems of estimation of parameters is addressed. Various properties are examined. Modelling with re...