DSpace Repository
DSpace is a digital service that collects, preserves, and distributes digital material. Repositories are important tools for preserving an organization's legacy; they facilitate digital preservation and scholarly communication.
E-arşiv'deki Bölümler
Koleksiyonunu görmek istediğiniz bölümü seçiniz.
Yeni Eklenenler
-
Transcontinental evolutionary dynamics and phylogeography of Alectoris (Aves: Galliformes): Identifying refugia, dispersal corridors, and cryptic diversity in the Palearctic region
(Avian Research, 2025)The Alectoris (Galliformes: Phasianidae) has a wide distribution range in the Palearctic region, with seven species and 27–31 subspecies that were distinguishable by minor morphological differences. The members of the genus ... -
EEG-Based Emotion Recognition in Neuromarketing Using Fuzzy Linguistic Summarization
(IEEE TRANSACTIONS ON FUZZY SYSTEMS, 2024-08-08)In recent years, to increase market share, companies have preferred neuromarketing over traditional methods for better analysis of consumer behavior. Since it easily detects customers’ subconscious preferences, ... -
Sustainability assessment of public transportation in Twin Cities of Pakistan: a DEMATEL analysis
(Journal of Turkish Operations Management, 2024)This study proposed a decision-making trial and evaluation laboratory (DEMATEL) approach for the analysis of public transportation (PT) sustainability factors in Pakistan. After briefly reviewing the related literature, ... -
Investigation gamma attenuation properties of hydroxypropyl methyl cellulose polymer by using monte carlo simulation
(VIII.International halich congress on multidisciplinary scientific research, 2024)Asscientific and technological advancements continue to progress, the applications of radiation are expanding day by day. The increased use of radiation has led to a corresponding rise in the number of people exposed to ... -
Well-posedness of nonlocal Ginzburg–Landau type equations
(European Journal of Mathematics, 2024)The Cauchy problem for linear and nonlinear Ginzburg-Landau type equations is studied. The equation includes variable coefficients with convolution terms. Assuming enough smoothness of the initial data and certain growth ...











