Some conditional type hyperbolic functions and their properties

This thesis consists of four chapters. The first chapter includes the conceptual framework that forms the basis of the study. In addition, the historical development of the concepts related to the subject, the variety of meanings in different disciplines, and the context in which they are addressed in the study are discussed. In the second chapter, the purpose and scope of the study are presented in detail, and a comprehensive literature review is conducted in order to evaluate the current knowledge in the relevant field. In the third chapter, the conditional hyperbolic sine and cosine functions, which constitute the original contributions of the study, and their different form, the quasi conditional hyperbolic sine function, are introduced, and the conditional three-dimensional spiral and conditional shofar structures developed based on these functions are examined. In the fourth chapter, the results and suggestions reached in line with the findings obtained in the study are presented.