One-Sided Generalized Likelihood Ratio Test for Normal Population Mean Value
Journal Title: Scholars Journal of Physics, Mathematics and Statistics - Year 2015, Vol 2, Issue 3
Abstract
Generalized likelihood ratio test (GLRT) is a very important method of hypothesis testing in mathematical statistics, which is widely applied. In this paper, GLRT is used to deduce the rejection region of hypothesis testing of mean value for the single normal population with both known and unknown variance.
Authors and Affiliations
LI Wenhe
Keywords
Related Articles
- EP ID EP384816
- DOI -
- Views 110
- Downloads 0
Effects of Radiation and Chemical Reaction on MHD Flow Past Over Vertical Plate with Variable Temperature and Mass Diffusion
In the present paper, we study the effects of radiation and chemical reaction on flow past an oscillating vertical plate with variable wall temperature and mass diffusion in the presence of transversely applied uniform m...
Students’ In-take Grade Index (SIGI): A Comparative Tool with CGPA in Determining the Level of Academic Impact during Tertiary Education
Ranking tertiary institutions provides a good motivation, since it engenders healthy competition among stakeholders to strive for excellence. The issue of concern now might be finding a fair measure of the various criter...
The Proof and Application of Schwarz Integral Inequality
In mathematical analysis, Schwarz integral inequality is an important inequality. It is the basis for many inequalities. In this paper, six methods are given for proving Schwarz integral inequality. Furthermore, several...
Common Fixed Point Results for Weakly Compatible Map in Digital Metric Spaces
This paper aims at proving fixed point results for weakly compatible maps in the setting of digital metric spaces. Also, an application and conclusion is cited in the end of this note.
Existence of positive solutions for boundary value problems for a class of nonlinear high-order differential equation
In this paper, we investigate a kind of boundary value problem of nonlinear high-order differential equation. Making use of the fixed point theorems on cone and by constructing the correction function, we obtain the exis...