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Reconsidering Informed and Participatory Citizenship in the Current Media Ecosystem
(Oxford University Press, 2021)
The focus of this chapter is on how changes in the media landscape have forced the reconsideration of the way in which ‘memory’, ‘knowledge’, and ‘informed citizenship’ are understood, defined, and researched. Thus, for ...
Cyberterrorism: The Borderless Danger
(Brill, 2020)
Cyberspace has its share of attacks by Turkish hacker groups. Because of the extensive fear of immediate cyber terror, Turkish hacker movements are also feared and called terrorists by western media. Attacks by Turkish ...
A creative destruction approach to replication: Implicit work and sex morality across cultures
(Academic Press Inc., 2021)
How can we maximize what is learned from a replication study? In the creative destruction approach to replication, the original hypothesis is compared not only to the null hypothesis, but also to predictions derived from ...
Europeanisation Reforms and Early AKP Era
(Palgrave Macmillan, 2021)
This chapter focuses on some key events involving minority language media, mainstream and digital media in the 2000s. After Turkey’s candidate status was accepted in 1999, a set of Europeanisation reforms was implemented ...
FEATURE SELECTION USING SELF ORGANIZING MAP ORIENTED EVOLUTIONARY APPROACH
(Institute of Electrical and Electronics Engineers Inc., 2021)
Hyperspectral images are the multidimensional matrices consisting of hundreds of spectral feature vectors. Thanks to these large number of features, the objects on the Earth having similar spectral characteristics can ...
Online News Consumption Habits of University Students in Greece and Turkey
(Emerald Group Publishing Ltd., 2020)
The challenges of digitalisation on news organisations, future of newspapers and other traditional media present an ongoing struggle. Although there is a general decline in news consumption in all cohorts, youth in specific ...
The critical point of a sigmoidal curve
(Babeș-Bolyai University, 2020)
Let y(t) be a monotone increasing curve with lim(t ->+/-infinity) y((n))(t) = 0 for all n and let t(n) be the location of the global extremum of the nth derivative y((n))(t). Under certain assumptions on the Fourier and ...