The classic Shewhart control charts are generally used for monitoring the process mean and variability in the characteristics of a random quality variable of interest and are based on the normality assumptions. For skewed ...

Diabetes insipidus (DI) is a disease characterized by excessive urine formation (polyuria) and excessive thirst (polydipsia). DI is classified into gestational DI, primary polydipsia, Nephrogenic DI (NDI), and Central DI ...

Endocrine disruptors are exogen substance or mixtures that cause an adverse effect in organism or organism’s generation by impacting the function of endocrine system. In this study, it was examined whether phloretin, ...

In non-life insurance calculations, the assumption that the claim severity and frequency are independent is frequently used. Although the independence assumption greatly simplifies many of the calculations, it is not ...

In this thesis, in order to determine the amount of copper, cadmium and lead in organic and conventional growth food samples switchable solvent based dispersive liquid-liquid microextraction (SHS-DLLME) method is developed. ...

Endocrine disruptors are chemicals that have significant effects on the living organism by altering, inhibiting, or mimicking the effects of hormones synthesized by the endocrine system Phthalates are one of the main ...

Electrochemical impedance spectroscopy (EIS) is a powerful non-destructive method to investigate the boundaries between materials with different conductivity types. With the technological development, the application areas ...

In this work, the phase change behavior of vanadium dioxide (VO2) thin films grown by RF magnetron sputtering and post annealing process, has been studied by its optical and electrical parameters. The structures of thin ...

Clines that are seen in allele frequency and quantitative characters are accepted as evidence of adaptive evolution. Studying the clinal variations is the key of understanding local adaptation. The high adaptation ability ...

Main topic of the this work is to use the notion of unbounded convergences on vector lattices to derive properties of various classes of operators and nets of operators defined between vector lattices, Banach lattices, and ...