This study delves into special class of generalized p-trigonometric functions, examining
their connection to the established counterparts like p-cosine and p-sine functions. We
here explore the new class of functions called the p-versine, p-coversine, p-haversine, and
p-hacovercosine, by providing comprehensive definitions and ...
This study delves into special class of generalized p-trigonometric functions, examining
their connection to the established counterparts like p-cosine and p-sine functions. We
here explore the new class of functions called the p-versine, p-coversine, p-haversine, and
p-hacovercosine, by providing comprehensive definitions and properties. Grounded in
the characteristics of p-cosine and p-sine functions, the newly proposed functions offer
unique mathematical insights. Our work contributes towards a thorough understanding
of these new special functions, showcasing their potential applications in diverse
scientific domains, from mathematical analysis to physics and engineering. This paper
contributes as a valuable resource for future applied mathematics researchers, engaging
with these new mathematical functions, enhancing the ability to model complex
patterns from diverse real-world applications.
