59 research outputs found
Some Fixed-Point Theorems for Multivalued Monotone Mappings in Ordered Uniform Space
No full text We use the order relation on uniform spaces defined by Altun and Imdad (2009) to prove some new fixed-point and coupled fixed-point theorems for multivalued monotone mappings in ordered uniform spaces.</p
Essays on monetary economics
No full textIn my dissertation, I attempt to shed new light on the impact of central bank behavior. The first chapter proposes indexes of monetary policy design characteristics in line with inflation targeting (IT). Indexes aim to provide a useful classification of central banks and to examine whether IT intensity matters for sacrifice ratio and inflation persistence. Results show that U.S. and Japan are ranked close to early targeters. Armenian central bank is detected to perform remarkably well as opposed to the literature's descriptions. Noteworthy structural changes are noticed in Mexico and Peru. Higher index level significantly reduces OECD countries' inflation persistence through increased transparency. Higher intensity among targeters does not deliver significantly lower sacrifice ratio or inflation persistence. Announcing official targets does not provide additional benefits. Low degree of central bank discretion and limited financing of the government significantly decrease the sacrifice ratio among OECD countries and in the full cross-sectional sample respectively. Institutional design features need to be mature enough in order to benefit from inflation targeting. The second chapter examines the usefulness of monetary aggregates. A number of dynamic stochastic general equilibrium models (DSGE) and econometric time series models are jointly specified; including vector autoregressive (VAR), random walk (RW), and various autoregressive (AR) and AR with exogenous variable type models (ARX). Model performance is evaluated via novel testing methods developed for assessing predictive and simulation accuracy. Money is found to matter for inflation simulation purposes in simple econometric models, such as ARX models. With regard to predictive point and density analysis, when complex models are examined, M2 enters into the forecast-best VAR-type inflation models. Model selection is found to be sensitive to researcher’s objective function, to target variable and forecast horizon. Particularly, when the objective is policy analysis, the examination of multivariate models show that DSGE-type models often outperform at longer horizons and mainly for output forecasts. In contrast, VAR-type models win for simulation purposes and short-horizon inflation forecasts. However, univariate models without money generally dominate theoretical and atheoretical multivariate models both with and without money from both forecasting and simulation standpoint.Ph. D.Includes bibliographical referencesIncludes vitaby Demet Tunal
Coupled coincidence point theorems for compatible mappings in ordered uniform space
No full textIn this paper, we use the order relation on uniform spaces defined by [5] to introduce the notion of compatibility of mappings in an ordered uniform space and use this notion to establish coupled coincidence point theorems to ordered uniform space. An example is also given
COUPLED COINCIDENCE POINT THEOREMS FOR COMPATIBLE MAPPINGS IN ORDERED UNIFORM SPACE
No full textIn this paper, we use the order relation on uniform spaces defined by
{[}5] to introduce the notion of compatibility of mappings in an ordered
uniform space and use this notion to establish coupled coincidence point
theorems to ordered uniform space. An example is also given
Evaluation of the ımpact of glycemic control on mean platelet volume and platelet activation in children with type 1 diabetes
No full textObjective: The studies evaluating cases with type 1 diabetes mellitus (T1DM) and type 2 diabetes mellitus (T2DM) in the adult population reported hyperreactive platelets and increased activation of prothrombotic factors, resulting in an increased risk of thrombosis. The aim of this study was to evaluate the effects of poor glycemic control and the duration of diabetes on platelet parameters in pediatric population. Methods: The study included 366 children, out of which 144 (39.3%) were included in the T1DM group and 222 (60.6%) in the healthy control group. The platelet count, mean platelet volume (MPV), platelet distribution width and plateletcrit values were recorded. The children with T1DM were divided into three groups as per their glycated hemoglobin (HbA1c) levels, good ([removed]9%). Results: No significant difference in the MPV level between the T1DM (7.41 ± 1.49 fl) and control (7.15 ± 1.23 fl) groups was observed. However, the MPV levels were significantly higher in the poor glycemic control group than in the healthy control group (p = 0.026). Furthermore, as the duration of diabetes and HbA1c levels increased, the MPV levels also increased (p < 0.001, p = 0.441). Conclusion: This study suggested as the duration of diabetes and HbA1c levels increased, the MPV levels also increases. Evaluation of hematological parameters can be a cheap and useful method in the evaluation of diabetes regulation in patients with diabetes. © 2022 The Author(s) [2022]. Published by Oxford University Press. All rights reserved
Fixed points of non-Newtonian contraction mappings on non-Newtonian metric spaces
No full textThe study of non-Newtonian calculi was started in 1972 by Grossman and Katz. These calculi provide an alternative to the classical calculus and they include the geometric, anageometric and bigeometric calculi, etc. Recently, C, akmak and Ba, sar ( 2002) have studied the concept of non-Newtonian metric. Also they have given the triangle and Minkowski's inequalities in the sense of non-Newtonian calculus. In this paper, we introduce a fixed point theory by defining some topological structures of the relevant non-Newtonian metric space
Synthesis and Characterization of Hydroxyapatite Powders From Eggshell For Functional Biomedical Application
No full textBulus, Erdi (Arel Author), İsmik, Deniz (Arel Author), Mansuroğlu, Demet Sezgin (Arel Author), Şahin, Yeşim Müge (Arel Author)Apatitic phosphates are considered within the category of bioceramics. HA and its derives are used of in the fields of medicine, orthopedics and dentistry in order to support a grow up of new bone cells. HA structures have a high biocompability and are widely in biomedical applications. On the other hand, synthesis of HA structures necessitates complex technologies (microwave sintering, hydrothermal synthesis etc.) and their production costs high. This study aims the production of nano apatitic structures with great biocompability from a natural material. Simple hotplate method was used to obtain natural, nano scale HA from eggshells. After calcination and sintering processes at different temperatures, the obtained apatitic phosphate powders have been structurally characterized by infrared spectroscopy (FT-IR) and X-ray diffraction (XRD). Morphological investigation has been conducted by FEG-SEM images. Biological investigations have been carried out for the produced nanosized bioceramics and the results reveal that these nanomaterials are promising for tissue engineering purposes
- …
