Items where Subject is "Geometrical models"
- Library of Congress Subject Areas (2)
- Q Science (2)
- QA Mathematics (2)
- Geometry. Trigonometry. Topology (2)
- Geometrical models (9)
- Geometry. Trigonometry. Topology (2)
- QA Mathematics (2)
- Q Science (2)
Article
Generating the artistic shapes using superformula / Rafizah Kechil, Zuraira Libasin and Wan Anisha Wan Mohammad. (2015) Esteem Academic Journal, 11 (1). pp. 158-164. ISSN 1675-7939
Coefficients bounds on a certain class of multivalent analytic functions / Laxmipriya Parida and Ashok Kumar Sahoo. (2022) Journal of Mathematics and Computing Science, 8 (2). pp. 88-101. ISSN 0128-0767
A new framework for 3D point cloud reconstruction of geometric object from multi-view images / Intan Syaherra Ramli ...[et al.]. (2023) Journal of Mathematics and Computing Science, 9 (1): 8. pp. 58-65. ISSN 0128-0767
Conference or Workshop Item
Elemen geometri dalam senibina rumah melayu tradisional Negeri Sembilan / Marina Mohamed, Nor Fadhilah Dzulkifli and Nazirah Ramli. (2012) In: Prosiding KONAKA 2012, 5 - 6 November 2012, Gambang Resort, Kuantan, Pahang.
Thesis
The development of CMS prototype for faculty of education, International Islamic University College Selangor (KUIS) using spiral approach / Ahmad Firdaus Ahmad Shater. (2013) Masters thesis, thesis, Universiti Teknologi MARA (UiTM).
Excavating clusters of star coordinate visualization through dimension manipulation / Izyan Izzati Kamsani. (2019) PhD thesis, thesis, Universiti Teknologi MARA (UiTM).
Student Project
Implementing system dynamics simulation at HCTM for inpatient admissions and beds usage / Nur Amni Misbah and Nur Afiqah Nadhirah Mohd Zaid. (2022) [Student Project] (Submitted)
Fekete-Szego inequalities for certain subclass of analytic bi-univalent functions associated with chebyshev polynomials / Nurul Shahira Izzaty Sabran, Nur Shafiqah Zulkifle and Nurul Amanina Abdul Husin. (2018) [Student Project] (Unpublished)
A binary logarithm similarity measure with roughness approximation of rough neutrosophic set for Covid 19 cases / Muhammad Naim Haikal Yaso' and Hazlin Shahira Ramlee. (2022) [Student Project] (Submitted)