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XML Lundberg Bound for Computing the Ruin Probabilities and Density Functions of Claim Sizes Random Variables
Abouzar Bazyari *
Abstract -   Full Text (PDF)
XML Obtaining moment estimators using the empirical distribution function
Behzad Mansouri *, Rahim Chinipardaz, Sami Atiyah Sayyid Al-Farttosi, Habiballah Habiballah
Abstract -   Full Text (PDF)
XML Sparse robust semiparametric models in high-dimensional data
Mahdi Roozbeh *, Monireh Maanavi
Abstract -   Full Text (PDF)
XML On common linear regression problems and their solutions
Zahra Jafarian Moorakani, Heydar Ali Mardani-Fard *
Abstract -   Full Text (PDF)
XML The shortest confidence interval for the standard deviation and its test in the normal distribution
Nabaz Esmailzadeh, Khosrow Fazli *
Abstract -   Full Text (PDF)
XML Reliability Modeling using Asymmetric Copula Functions
Sedigheh Shams *,
Abstract -   Full Text (PDF)
XML Functional principal component regression versus support vector regression for the analysis of spectroscopic data‎
Arta Roohi, Fatemeh Jahadi, Mahdi Roozbeh *
Abstract -   Full Text (PDF)
XML On Estimation for Spatial Generalized Linear Mixed Models using a Stationary Skew Gaussian Random Field
Fatemeh Hosseini *, Omid Karimi
Abstract -   Full Text (PDF)
XML Unit generalized Gompertz distribution and its application
Azam Karandish marvasti, Ehsan Ormoz *, Maryam Basirat
Abstract -   Full Text (PDF)
XML A- and E-Optimal Designs for Statistical Models in Pharmacokinetic Studies
Mehrdad Niaparast *, Zahra Ahmadi, Akram Heidari
Abstract -   Full Text (PDF)
XML Investigation of anthropometric characteristics of patients with chronic diseases and finding the effective factors on these diseases and the extent of the impact of each, to make the necessary planning for prevention (Case study - Ravansar county of Kermanshah province)
habib jafari, anita abdollahi *
Abstract -   Full Text (PDF)
XML Asymptomatically-Locally minimax estimation for multivariate normal distribution parameters
Mehdi Shams *, Gholamreza Hesamian
Abstract -   Full Text (PDF)
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