465 research outputs found
PROSES KREATIF MAMAT RAHMAT DALAM KENDANG TARI TRADISI SUNDA
No full textABSTRAKMamat Rahmat adalah sosok pengendang tari tradisi Sunda yang pada saat ini masih konsisten dalam bidangnya sebagai pengendang. Kemampuannya dalam kendang tari tradisi Sunda banyak didedikasikan untuk ISBI Bandung karena telah memberikan penghidupan bagi dirinya. Di sisi lain, kemampuannya pun banyak diminta oleh sanggar sanggar tari yang ada di kota Bandung seperti Studio tari Indra, Pusbitari, dan sebagainya. Sebagai pengendang tari tradisi Sunda, ia mampu memberikan pengungkapan karakter dalam tari tradisi Sunda melalui tepakan kendangnya. Maka[PO1] tidaklah berlebihan dan sepantasnya apabila ia menyandang gelar sebagai maestro kendang tari. Dalam tulisan ini akan diungkap bagaimana proses kreatif Mamat Rahmat dalam mencapai kompetensinya sebagai pengendang tari Tradisi Sunda. Penulis akan mengupas pembahasannya melalui metode observasi dan wawancara. Adapun hasil dari penelitian ini adalah Mamat Rahmat mampu menjadi seorang pengendang tari Sunda yang kreatif, karena ditunjang oleh faktor keturunan (genetik), keterampilan, pengalaman, kepribadian, dan juga bisa menari.Kata Kunci: Mamat Rahmat, Proses Kreatif, Kendang Tari Sunda. ABSTRACTA Creative Process of Mamat Rahmat in Sundanese Traditional Dance Kendang, June 2020. Mamat Rahmat is a figure of drummer of Sundanese traditional dance who is still consistent in his field as a drummer. His skill in Sundanese traditional dance drums (kendang) is mostly dedicated to ISBI Bandung because he has been given his livelihood here. On the other hand, his skill has been much demanded by many dance studios in Bandung such as Indra dance studios, Pusbitari, and so on. As a drummer of Sundanese traditional dance, he is able to provide the expression of character in Sundanese traditional dance through his drum beat. So it is not excessive and appropriate if he bears the title as a maestro of dance kendang. In this paper, it will be revealed how is the creative process of Mamat Rahmat in achieving his competence as a drummer of Sundanese traditional dance. The author will explore the discussion through the method of observation and interviews. The result of this study shows that Mamat Rahmat is able to become a creativeSundanese dance drummer because he is supported by heredity (genetic), skills, experience, personality, and dancing ability.Keywords: Mamat Rahmat, Creative Process, Sundanese Dance Kendang. [PO1]Oleh sebab itu
Ijazah untuk wira: Zulkifli Mamat terkorban dalam insiden pencerobohan Lahad Datu terima bacelor komunikasi UUM
No full textWira Lahad Datu, Allahyarham Asisten Superintendan Zulkifli Mamat bakal menerima ijazah sempena Majlis Konvokesyen ke26 Universiti Utara Malaysia(UUM) yang akan berlangsung antara 30 November hingga 3 Disember depan.Zulkifli yang terkorban ketika Op Daulat bagi menghapuskan pencerobohan pengganas di Lahad Datu, Sabah pada 1 Mac lalu, disenaraikan sebagai penerima Ijazah Sarjana Muda Komunikasi(Kepujian) pada sesi keempat dalam konvokesyen 1 Disember depan.Naib Canselor UUM Prof Datuk Dr Mohamed Mustafa Ishak berkata, Allahyarham antara 7,445 graduan yang bakal menerima ijazah dan diploma sempena majlis konvokesyen itu
An Efficient Hybrid Conjugate Gradient Method for Unconstrained Optimisation
No full textOptimisation refers to a common procedure applied within the science and engineering domain to determine
variables that produce the best performance values. One of the common efficient techniques to solve large-scale
unconstrained optimisation issues is the conjugate gradient method, because of its simplicity, low memory
consumptions and global convergence properties. This method embeds the n-step to attain a minimum point, where
convergence properties are absent. Several techniques do not perform well according to the number of iteration and
CPU time. In order to address these shortcomings, this study proposed new Hybrid CG coefficients, β , Tal’at and
Mamat (HTM). The proposed parameter βkHTM is computed as a combination of βkHS (Hestenes–Steifel formula),
βkLS (Liu–Storey formula) and βkRMIL (Rivaie formula) to exploit attractive features of each. The algorithm uses the
exact line search. Numerical results and their performance profiles display that the proposed method is promising. It
is also shown that’s the new formula for β performs much better than the original Hestenes–Steifel, Liu–Storey and
the Rivaie methods. © 2020, The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nature
Singapore Pte Ltd
Impulsive Differential Equations by using the Euler Methodmy (Mustafa bin Mamat)
No full textAbstract The theory of impulsive differential equations is emerging as an important area of investigation since such equations appear to represent a natural framework for mathematical modeling of several real phenomena. There have been intensive studies on the qualitative behavior of solutions of the impulsive differential equations. However, many impulsive differential equations cannot be solved analytically or their solving is complicated. In this paper, we represent the algorithm which follows the theory of impulsive differential equations to solve the impulsive differential equations by using the Euler methods. It is clearly shown the impulsive operators k I that acts at the moments k t influence the error. Finally, the better convergence result of the numerical solution is given by solving the numerical examples
Numerical analysis of mathematical modelling of tumour growth with immunotheraphy, chemotheraphy and immunotheraphy- chemotheraphy
No full textIt is known that a beneficial tumour-treatment approach for a single patient often involves the administration of more than one type of therapy. The question of how best to combine multiple tumour therapies is still open. In this research, we investigate the theoretical interaction of three treatment types (two biological therapies and chemotherapy). We analyse a mathematical model, in the form of a system of ordinary differential equations (ODEs), governing tumour growth on a cell-population level with combination immunotherapy and chemotherapy. We present an ordinary differential equations model to look at overall cell populations. Numerical simulation immune-sequence and human parameter are presented. We study and compare between result of numerical simulations immunotherapy alone, chemotherapy alone and immunotherapy-chemotherapy sequence treatments. The success of every treatment depends on the initial of tumour cells population. With the same population of tumour cells, our study shows that immunotherapy-chemotherapy sequence is more effective than immunotherapy alone or chemotherapy alone
A three-term conjugate gradient method under the strong-Wolfe line search
No full textRecently, numerous studies have been concerned in conjugate gradient methods for solving large-scale unconstrained optimization method. In this paper, a three-term conjugate gradient method is proposed for unconstrained optimization which always satisfies sufficient descent direction and namely as Three-Term Rivaie-Mustafa-Ismail-Leong (TTRMIL). Under standard conditions, TTRMIL method is proved to be globally convergent under strong-Wolfe line search. Finally, numerical results are provided for the purpose of comparison
A comparison on classical-hybrid conjugate gradient method under exact line search
No full textOne of the popular approaches in modifying the Conjugate Gradient (CG) Method is hybridization. In this paper, a new hybrid CG is introduced and its performance is compared to the classical CG method which are Rivaie-Mustafa-Ismail-Leong (RMIL) and Syarafina-Mustafa-Rivaie (SMR) methods. The proposed hybrid CG is evaluated as a convex combination of RMIL and SMR method. Their performance are analyzed under the exact line search. The comparison performance showed that the hybrid CG is promising and has outperformed the classical CG of RMIL and SMR in terms of the number of iterations and central processing unit per time
UUM kembalikan yuran: Wang akan disampaikan kepada isteri Allahyarham ASP Zulkifli.
No full textUniversiti Utara Malaysia(UUM) akan menghadiahkan semula yuran pengajian Wira Ops Daulat,Asisten Superintendan Zulkifli Mamat berjumlah RM13,000 kepada keluarganya.Naib Canselor Universiti Utara Malaysia (UUM), Prof Datuk Dr Mohamed Mustafa Ishak, berkata wang itu akan dikembalikan kepada isteri Zulkifli, Noraziah Nor pada Majlis Konvokesyen UUM ke26, Sabtu ini
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