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Publication Metadata only RETRACTED: On novel application of piece-wise fractional operators for a predator-prey model (Retracted Article)(ELSEVIER, 2022) Nonlaopon, Kamsing; Guenay, B.; Rezapour, Shahram; Aldhabani, Musaad S.; Alotaibi, A. M.; Elagan, S. K.; Khon Kaen University; Bahcesehir University; China Medical University Taiwan; China Medical University Hospital - Taiwan; University of Tabuk; Taif University; Egyptian Knowledge Bank (EKB); Menofia UniversityHumans have observed complex behaviors presented by nature. They have observed behaviors resembling power-law, to model these problems, they have used fractional differential operators with a power-law kernel. They have observed behaviors resembling a declining process, to model these problems, they used fractional differential operators based on exponential decay kernel. They have observed crossover behaviors from fading process to power-law, to model these problems, they used fractional derivatives based on the generalized Mittag-Leffler function. However, they have also observed a passage from randomness to power-law or vice -versa, or even from deterministic to randomness, these behaviors could not be depicted using above mentioned operators. To overcome these problems, the concepts of piece-wise differential and integral calculus have been introduced. In this paper, we adopt such a concept to model the dynamical interaction of predator-prey, several scenarios are considered and simulations are provided for each case. According to the results, it seems that the idea of using piece-wise operators seems provides a better understanding of the behavior of dynamic systems.Publication Metadata only RETRACTED: Explicit soliton solutions to a modified coupled nonlinear Schrodinger's equation (Retracted Article)(ELSEVIER, 2022) Nonlaopon, Kamsing; Al Shamsi, Hamed; Rezapour, Shahram; Gunay, B.; Khon Kaen University; Sultan Qaboos University; China Medical University Taiwan; China Medical University Hospital - Taiwan; Bahcesehir UniversityDue to their complex nature, solving nonlinear ordinary and partial differential equations always faces many problems and difficulties. Hence, only a few methods are available for researchers to solve such important categories of equations. On the other hand, the use of some of these other techniques can only be exploited in solving specific systems. The main objective of the present research is to apply an efficient approach in a coupled nonlinear Schrodinger's equation. In this method the preselected structure for the solutions is in terms of fractions of exponential functions. As a result, several analytical solutions related to the considered model are extracted via the generalized exponential rational function method. To better describe the achievements of this article, several numerical simulations have been presented. All computations are performed using the Wolfram Mathematica.Publication Metadata only RETRACTED: On extracting new wave solutions to a modified nonlinear Schrodinger's two methods (Retracted Article)(ELSEVIER, 2022) Nonlaopon, K.; Gunay, B.; Mohamed, Mohamed S.; Elagan, S. K.; Nagati, S. A.; Rezapour, Shahram; Khon Kaen University; Bahcesehir University; Taif University; China Medical University Taiwan; China Medical University Hospital - TaiwanIn the present article, we have utilized two efficient techniques to obtain new optical solitons for the nonlinear Schrodinger's equation. The advantages of the employed methods are that they are straightforward to use and able extraction of different types of solutions in single frameworks. The solutions presented in this paper evoke new applications and concepts for the considered special form of Schrodinger's equation. Numerical simulations of some of the acquired solutions are also presented in the paper. After applying some necessary changes in these techniques, they can be implemented in solving other applied complex models arising in mathematics, physics, and applied mathematics.Publication Metadata only RETRACTED: On extracting novel optical solutions to a higher order nonlinear Schrodinger's equation (Retracted Article)(ELSEVIER, 2022) Nonlaopon, Kamsing; Alharthi, Mohammed Shaaf; Alqurashi, M. S.; Guenay, B.; Khon Kaen University; Taif University; Bahcesehir UniversityIn recent years, different analytical methods have been employed for solving differential equations, including ordinary and partial derivatives. This paper aims to utilize the modified generalized exponential rational function method to extract different categories of analytical solutions to the generalized Schrodinger's equation. The equation is one of the most effective tools in plasma physics to describe the interaction of traveling waves. In this paper, we derive some analytical solutions with singular wave solitons with exponentially increasing and decreasing amplitudes, with gradually increasing and decreasing amplitudes, and with constant amplitudes. In order to examine the dynamic behavior of the obtained solutions, some diagrams have been added to the article. It can be easily deduced that the employed technique provides a relatively simple and efficient way of determining analytical solutions. It should be noted that to the best of the author's knowledge these techniques have not been utilized for solving in recent literature. Further, it can be easily adapted to handle other important nonlinear partial differential equations. All calculations can be carried out with the aid of computational software like Mathematica.Publication Metadata only RETRACTED: From nonosh to pasha: The belated debut of queer men in contemporary Turkish popular culture (Retracted article. See vol. 12, pg. 247, 2023)(INTELLECT LTD, 2022) Atalay, Deniz Gurgen; Ulusoy, Nilay; Bahcesehir UniversityThe historical drama series, The Club (2021-22), narrating the story of a nightclub at the centre of Istanbul nightlife during the 1950s, achieved great success by becoming the eighth most-watched non-English-language series on an international digital streaming platform. The significant public affirmation the series gained rose on the representation of the leading character - the nightclub star. He directly refers to respected queer singer Zeki Muren (1931-96). Muren has been credited as the greatest performer in Turkey and a modern male icon with his artistic excellence in singing and his outstanding stage performances for over 40 years. He designed his own costumes as well as those of his musicians, the decor for his performances and the choreography of the dancers. Muren appeared on his stage in black tuxedos, suits with sparkling accessories or even mini-skirts with platform shoes. He was aware of the taboos on homosexuality and how this might have affected him. Although his sexuality was in question, his sex never was. He was, after all, an exemplary male citizen of the Turkish Republic with his kindness to his audience, his charity works, his artistic status. Many fans, including the media, referred to him as a pasha, a heroic military commander, to express that he was the most influential artist in Turkey. The referential association of the fictional character with Zeki Muren will be interpreted in the article to further discuss the portrayal of the queer performance in the series. For this purpose, the article will introduce the conceptualization of nonosh, a polite yet explicit contempt, and present an embraceable form of queer identity in Turkish society to define the common portraiture of queer in Turkish popular films and TV shows.