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# Browsing Mathematics by Title

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• (2014-03-25)
This paper discusses the interval estimation of estimator of the shape parameter  of the Pareto distribution in the case where the scale parameter is known. To obtain the estimator of parameter  , some methods can be ...
• (2016-04-26)
This paper is a review of an article proposed by El-Mezouar , the methods of moment based method of Cran used to estimate the parameters of the Weibull distribution three parameters where the location parameters is ...
• (2013-03-26)
The methods of moments and least square for estimating parameters of the Weibull distribution that proposed by Razali, et al  have been reviewed. Since the estimator of parameters are biased then Mean Square Error for ...
• (2013-03-25)
In this paper, the methods of moment and maximum likelihood for estimating parameters of the Weibull distribution that proposed by Razali, et al  have been reviewed. Since the estimator of parameters are biased then ...
• (2013-03-25)
In this paper the authors use the method of maximum likelihood and Bayesian methods to estimate parameters of the Weibull distribution. Prior used for the Bayesian method is Jeffery prior information. The loss function ...
• (2014-03-25)
This paper discusses a tecnique to solve a system of first order nonhomogeneous linear differential equations with constants-coefficient by writing it in a matrix form. Then order nonhomogeneous linear differential ...
• (2017-01-10)
This article discusess the determination of pricing Asian call option by applying variance reduction techniques in Monte Carlo method. Control variates techniques can increase the efficiency of Monte Carlo method in term ...
• (wahyu sari yeni, 2019-04-23)
This paper discusses the xed points and transient points with power of permutation in group of permutations. The problem that is discussed in this paper is to determine the relation between xed points with power of ...
• (2016-04-26)
This article discusses the variant of Halley's method free from second derivative, modi ed from a combination of Newton's method and Halley's method. This new method has six order of convergence. Furthermore, from ...