@article {1456, title = {Statistical inference using stratified judgment post-stratified samples from finite populations}, journal = {Environmental and Ecological Statistics}, volume = {27}, year = {2020}, pages = {73{\textendash}94}, author = {Ozturk, Omer and K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1457, title = {Model based inference using ranked set samples}, journal = {Survey Methodology}, volume = {44}, year = {2018}, month = {Jun}, pages = {1{\textendash}16}, issn = {0714-0045}, author = {Ozturk, Omer and K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1458, title = {Reliability and mean residual life functions of coherent systems in an active redundancy}, journal = {Naval Research Logistics (NRL)}, volume = {64}, year = {2017}, pages = {19-28}, abstract = {

Abstract In this article, the reliability and the mean residual life (MRL) functions of a system with active redundancies at the component and system levels are investigated. In active redundancy at the component level, the original and redundant components are working together and lifetime of the system is determined by the maximum of lifetime of the original components and their spares. In the active redundancy at the system level, the system has a spare, and the original and redundant systems work together. The lifetime of such a system is then the maximum of lifetimes of the system and its spare. The lifetimes of the original component and the spare are assumed to be dependent random variables. {\textcopyright} 2017 Wiley Periodicals, Inc. Naval Research Logistics, 64: 19{\textendash}28, 2017

}, keywords = {active redundancy, bivarite order statistics, coherent system, MRL functions, reliability function}, doi = {https://doi.org/10.1002/nav.21729}, url = {https://onlinelibrary.wiley.com/doi/abs/10.1002/nav.21729}, author = {K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1462, title = {The mean wasted life time of a component of system}, journal = {Journal of Computational and Applied Mathematics}, volume = {305}, year = {2016}, month = {Oct}, pages = {44{\textendash}54}, issn = {03770427}, author = {K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1460, title = {Baker- Lin-Huang Type Bivariate Distributions Based on Order Statistics}, journal = {Communications in Statistics - Theory and Methods}, volume = {43}, year = {2014}, pages = {1992-2006}, abstract = {

Baker (2008) introduced a new class of bivariate distributions based on distributions of order statistics from two independent samples of size n. Lin and Huang (2010) discovered an important property of Baker{\textquoteright}s distribution and showed that the Pearson{\textquoteright}s correlation coefficient for this distribution converges to maximum attainable value, i.e., the correlation coefficient of the Fr{\'e}chet upper bound, as n increases to infinity. Bairamov and Bayramoglu (2013) investigated a new class of bivariate distributions constructed by using Baker{\textquoteright}s model and distributions of order statistics from dependent random variables, allowing higher correlation than that of Baker{\textquoteright}s distribution. In this article, a new class of Baker{\textquoteright}s type bivariate distributions with high correlation are constructed based on distributions of order statistics by using an arbitrary continuous copula instead of the product copula.

}, doi = {10.1080/03610926.2013.775301}, url = {https://doi.org/10.1080/03610926.2013.775301}, author = {K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak and I. Bayramoglu (Bairamov)} } @article {1459, title = {On Censored Bivariate Random Variables: Copula, Characterization, and Estimation}, journal = {Communications in Statistics - Simulation and Computation}, volume = {43}, year = {2014}, pages = {2173-2185}, abstract = {

{ Let (X, Y) be a bivariate random vector with joint distribution function FX, Y(x, y) = C(F(x), G(y)), where C is a copula and F and G are marginal distributions of X and Y, respectively. Suppose that (Xi, Yi)

}, doi = {10.1080/03610918.2012.748911}, url = {https://doi.org/10.1080/03610918.2012.748911}, author = {K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak and Ismihan Bayramoglu (bairamov)} } @article {1461, title = {Life behavior of shock models for uniformly distributed interarrival times}, journal = {Statistical Papers}, volume = {55}, year = {2014}, month = {Aug}, pages = {841{\textendash}852}, issn = {0932-5026}, author = {ERYILMAZ, SERKAN and K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1463, title = {Univariate Interval Censoring with Two Random Intervals}, journal = {Social Sciences Research Journal}, volume = {3}, year = {2014}, month = {Sep}, pages = {1{\textendash}4}, issn = {2147-5237}, author = {K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1464, title = {From the Huang Kotz FGM distribution to Baker s bivariate distribution}, journal = {Journal of Multivariate Analysis}, volume = {113}, year = {2013}, month = {Jan}, pages = {106{\textendash}115}, issn = {0047259X}, author = {BAYRAMO{\u G}LU, {\.I}SM{\.I}HAN and K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} } @article {1465, title = {Residual Lifetime of Consecutive $k$-out-of- $n$ Systems Under Double Monitoring}, journal = {IEEE Transactions on Reliability}, volume = {61}, year = {2012}, pages = {792-797}, doi = {10.1109/TR.2012.2206272}, author = {ERYILMAZ, SERKAN and K{\"o}n{\"u}l Bayramo{\u g}lu Kavlak} }