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Science fiction, disruption and tourism
\"This book examines science fiction's theoretical and ontological backgrounds and how science fiction applies to the future of tourism. Focusing on disruption, sustainability and technology, it brings a new theoretical paradigm to the study of tourism in a post COVID-19 world and can be used to explore, frame and even form the future of tourism\"-- Provided by publisher.
BOOK
(∈´,∈´∨q´kˇ)-Uni-Intuitionistic Fuzzy Soft h-Ideals in Subtraction BG-Algebras
The main purpose of the present paper is to introduced the notions of (∈´,∈´∨q´)-UIFSSAs in subtraction BG-algebras. We provide different characterizations and some equivalent conditions of (∈´,∈´∨q´)-UIFSSAs in terms of the level subsets of subtraction BG-algebras. It has been revealed that the (q´,q´)-UIFSSA are (∈´,∈´)-UIFSSA but the converse does not hold and an example is provided. We introduced (∈´,∈´∨q´)-UIFSIDs and its some usual properties. In addition, h−1(N˜[ς]) is (∈´,∈´∨q´)-UIFSID. Moreover, if h−1(N˜[ς]) are an (∈´,∈´∨q´)-UIFSID, then N˜[ς] are an (∈´,∈´∨q´)-UIFSID. Finally, we characterize (∈´,∈´∨q´kˇ)-UIFSHID which is a generalization of (∈´,∈´∨q´)-UIFSHID.
Journal Article
Contents tourism and pop culture fandom : transnational tourist experiences
\"The term 'contents tourism' has been defined as 'travel behaviour motivated fully or partially by narratives, characters, locations, and other creative elements of popular culture...'. This is the first book to apply the concept of contents tourism in a global context and to establish an interdisciplinary framework for contents tourism research\"-- Provided by publisher.
Book
Metric Spaces
Recently, Ji et al. established certain fixed-point results using Mann’s iterative scheme tailored to G b -metric spaces. Stimulated by the notion of the F -contraction introduced by Wardoski, the contraction condition of Ji et al. was generalized in this research. Several fixed-point results with Mann’s iterative scheme endowed with F -contractions in G b -metric spaces were proven. One non-trivial example was elaborated to support the main theorem. Moreover, for application purposes, the existence of the solution to an integral equation is provided by using the axioms of the proven result. The obtained results are generalizations of several existing results in the literature. Furthermore, the results of Ji. et al. are the special case of theorems provided in the present research.
Journal Article
Some New Notions of Continuity in Generalized Primal Topological Space
This study analyzes the characteristics and functioning of Sg∗-functions, Sg∗-homeomorphisms, and Sg∗#-homeomorphisms in generalized topological spaces (GTS). A few important points to emphasize are Sg∗-continuous functions, Sg∗-irresolute functions, perfectly Sg∗-continuous, and strongly Sg∗-continuous functions in GTS and generalized primal topological spaces (GPTS). Some specific kinds of Sg∗ functions, such as Sg∗-open mappings and Sg∗-closed mappings, are discussed. We also analyze the GPTS, providing a thorough look at the way these functions work in this specific context. The goal here is to emphasize the concrete implications of Sg∗ functions and to further the theoretical understanding of them by merging different viewpoints. This work advances the area of topological research by providing new perspectives on the behavior of Sg∗ functions and their applicability in various topological settings. The outcomes reported here contribute to our theoretical understanding and establish a foundation for further research.
Journal Article
