Editorial Conclusion for the Special Issue "Applications of Symmetric Functions Theory to Certain Fields".

In this Special Issue, the recent advances in the applications of symmetric functions for mathematics and mathematical physics are reviewed, including many novel techniques in analytic functions, transformation methods, economic growth models, and Hurwitz-Lerch zeta functions that were developed to provide reliable solutions to combinatorial problems. References 1 Taj Y., Zainab S., Xin Q., Tawfiq F.M.O., Raza M., Malik S.N. Certain Coefficient Problems for q-Starlike Functions Associated with q-Analogue of Sine Function. They investigated the sharp coefficient bounds and upper bound of the third-order Hankel determinant for this class. Mondal [[2]] obtained three types of analytic functions based on their infinite product representation. [Extracted from the article]