Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew
Every class of functions have their own unique properties, however each class can only be computed by using certain methods hence it has become cumbersome in determining which method is the best suited for which class of functions. The study is conducted to discover new subclass of analytic function...
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my.uitm.ir.493162021-08-12T07:23:09Z https://ir.uitm.edu.my/id/eprint/49316/ Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew Roslan, Sarah Rashidee, Nik Hashimah Muhammad Fuad Tiew, Nur Nadira Ashyikin Study and teaching Mathematical statistics. Probabilities Data processing Every class of functions have their own unique properties, however each class can only be computed by using certain methods hence it has become cumbersome in determining which method is the best suited for which class of functions. The study is conducted to discover new subclass of analytic functions, and find the Fekete-Szego determinant for the new subclass of analytic functions. 2018 Student Project NonPeerReviewed text en https://ir.uitm.edu.my/id/eprint/49316/1/49316.pdf ID49316 Roslan, Sarah and Rashidee, Nik Hashimah and Muhammad Fuad Tiew, Nur Nadira Ashyikin (2018) Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew. [Student Project] (Unpublished) |
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Study and teaching Mathematical statistics. Probabilities Data processing Roslan, Sarah Rashidee, Nik Hashimah Muhammad Fuad Tiew, Nur Nadira Ashyikin Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
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Every class of functions have their own unique properties, however each class can only be computed by using certain methods hence it has become cumbersome in determining which method is the best suited for which class of functions. The study is conducted to discover new subclass of analytic functions, and find the Fekete-Szego determinant for the new subclass of analytic functions. |
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Student Project |
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Roslan, Sarah Rashidee, Nik Hashimah Muhammad Fuad Tiew, Nur Nadira Ashyikin |
author_facet |
Roslan, Sarah Rashidee, Nik Hashimah Muhammad Fuad Tiew, Nur Nadira Ashyikin |
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Roslan, Sarah |
title |
Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
title_short |
Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
title_full |
Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
title_fullStr |
Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
title_full_unstemmed |
Upper bound of fekete-szego determinant for a-close-to-convex functions / Sarah Roslan, Nik Hashimah Rashidee and Nur Nadira Ashyikin Muhammad Fuad Tiew |
title_sort |
upper bound of fekete-szego determinant for a-close-to-convex functions / sarah roslan, nik hashimah rashidee and nur nadira ashyikin muhammad fuad tiew |
publishDate |
2018 |
url |
https://ir.uitm.edu.my/id/eprint/49316/1/49316.pdf https://ir.uitm.edu.my/id/eprint/49316/ |
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1709671412034174976 |