Abstract
14th International Symposium on Geometric Function Theory and Applications (GFTA 2018)3-5 December 2018, Puri Pujangga Hotel, Universiti Kebangsaan Malaysia, Selangor, MalaysiaThe 14th International Symposium on Geometric Function Theory and Applications (GFTA 2018) is a continuation of the series of the annual international “GFTA” symposia. GFTA 2018 is the 14th symposium in its series. The first symposium was held in 2005 at the University of Victoria, Canada. Since then, the symposium was held annually at different locations, mainly in Romania, Turkey, Bulgaria, Macedonia and Malaysia. The list of all the symposia can be found in the conference website. The scientific program will focus on Geometric Function Theory and its Applications, as well as other fields of Mathematical Sciences, particularly Pure and Applied Mathematics. Therefore, the main topics of the conference is divided into two main categories: Pure Mathematics and Applied Mathematics.The aim of the symposium is to bring together leading experts as well as young researchers working on topics mainly related to Univalent and Geometric Function Theory along with other areas of Pure and Applied Mathematics and to present their recent works to the mathematical sciences community. Notable speakers in the field of Geometric Function Theory and other fields of mathematical sciences are invited to give their plenary talks. The Symposium is also open to other fields. Thus, it is with great pleasure for the School of Mathematical Sciences, Faculty of Science and Technology, Universiti Kebangsaan Malaysia (the National University of Malaysia) together with the Malaysian Mathematical Sciences Society (PERSAMA) to organise the 14th International Symposium on Geometric Function Theory and Applications (GFTA 2018) to bridge as well as nurture the understanding and collaboration amongst the regional and global mathematical scientists and practitioners.EditorsRoslinda NazarMaslina DarusAlawiah IbrahimList of Organising Committee, Keynote Speakers and Invited Speakers (Parallel Sessions) are available in this pdf.
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