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Öğe ICONFOOD 2023(2023) Emre Hastaoğlu; Özlem Pelin Can; Meryem Göksel SaraçKongremiz 2023 yılında Gıda alanında yapılan araştırmaları içermektedir.Öğe ICONFOOD CONGRESS(2022) Göksel Saraç, Meryem; Hastaoğlu, EmreSivas Cumhuriyet üniversitesi Gıda Çalışmaları Uygulamaları ve Araştırma Merkezi tarafından 16-18 Ekim 2022 tarihleri arasında “ICONFOOD’23 International Congress on Food” isimli kongre gerçekleştirilecektir. İnsanlığın varoluşundan günümüze kadar değerini ve önemini kaybetmeyen ve yaşam için temel olan gıdanın her yönünü tartışacağımız kongremizde gıdanın geleceğini planlamayı amaçlamaktayız. Yüzyüze ve çevrimiçi düzenlenecek bu kongre ile tüm katılımcılarımızın, yerli ve yabancı bilim insanlarının oturumlara katılmalarına, sunumlarını yapmalarına veya diğer katılımcılarla kolayca etkileşime geçmelerine olanak sağlayarak, çok başarılı ve verimli bir kongre geçireceğimize inanıyoruz.Öğe Invariant and invariant statistical equivalence of order ? for double set sequences(2021) Gülle, Esra; Ulusu, UğurIn this paper, for double set sequences, the concepts of asymptotical invariant equivalence and asymptotical invariant statistical equivalence of order β (0 < β ≤ 1) in the Wijsman sense were introduced. Also, some properties of these new equivalence concepts and the relations between them were investigated.Öğe Lacunary invariant and lacunary invariant statistical equivalence of order ? for double set sequences(2021) Ulusu, UğurIn this paper, for double set sequences, the concepts of asymptotical lacunary invariant equivalence and asymptotical lacunary invariant statistical equivalence of order β (0 < β ≤ 1) in the Wijsman sense were introduced. Also, some properties of these new equivalence concepts and the relations between them were investigated.Öğe Lacunary invariant summability and lacunary invariant statistical convergence of order ? for double set sequences(2021) Ulusu, Uğur; Gülle, Esra; Dündar, ErdinçIn this study, for double set sequences, we introduce the notions of lacunary invariant summability and lacunary invariant statistical convergence of order η (0 < η ≤ 1) in the Wijsman sense. Also, we investigate some properties of these new notions and the relations between them.Öğe I-convergent functions defined on amenable semigroups(2020) Dündar, Erdinç; Nuray, Fatih; Ulusu, UğurIn this paper, we introduce and study the concepts of I-convergence, I*-convergence, I-Cauchy sequence and I*-Cauchy sequence of functions defined on discrete countable amenable groups, where I is an ideal of subsets of the amenable semigroup G.Öğe On some asymptotical deferred equivalence types of order ? for sequences of sets(2021) Ulusu, Uğur; Gülle, EsraIn this study, we introduced the notions of asymptotical deferred invariant, strongly deferred invariant and deferred invariant statistical equivalence of order α (0 < α ≤ 1) in the Wijsman sense for sequences of sets. Also, we investigated some properties of these notions and gave a relation between them.Öğe Invariant and lacunary invariant statistical convergence of order ? for double set sequences(2021) Ulusu, Uğur; Dündar, ErdinçIn this study, for double set sequences, we introduced the notions of invariant and lacunary invariant statistical convergence of order η (0 < η ≤ 1) in the Wijsman sense. Also, we investigated the inclusion relations between them.Öğe Asymptotical deferred invariant statistical equivalence of order ? for sequences of sets(2021) Gülle, Esra; Ulusu, UğurIn this paper, we introduced the concepts of asymptotical strongly p-deferred invariant and deferred invariant statistical equivalence of order α (0 < α ≤ 1) in the Wijsman sense for sequences of sets. Also, we examined some relations between these concepts and investigated some properties of them.Öğe Invariant summability and invariant statistical convergence of order ? for double set sequences(2021) Ulusu, Uğur; Nuray, FatihIn this study, for double set sequences, we introduce the notions of invariant summability and invariant statistical convergence of order η (0 < η ≤ 1) in the Wijsman sense. Also, we investigate some properties of these new notions and the relations between them.
