Institute of Engineering Mathematics (IMK) (Theses)
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Application of cubic timmer curve with countinuity on batik design
In the world of CAGD, to create curve the research tends to use the curve that been usually used such as B-Spline and Bezier. Apparently, the researcher tends to choose cubic curve because it is easier to generate in coding ... -
Modelling and simulation of mixed quieuing server pharmacy system with adjustable parameters
This dissertation involves discrete event simulation (DES) as a type of computer based modelling that imitates a real world system of pharmacy unit. Queuing theory that is used to model and analyse the characteristic of ... -
Extended hamming distance method for measuring the perfomance of academic staff
This research presents an extended Hamming distance method in measuring the performance of the academic staff. Generally, performance appraisal is responsible in determining the employee works, in which involving in making ... -
Variational Monte Carlo study of light nuclei
An outstanding problem in Variational Monte Carlo (VMC) calculations with realistic interactions like Argonne V18 and Urbana IX three-body interactions is that p-shell nuclei turn out to be grossly under bound as compared ... -
Application of program evaluation and review technique (PERT) and linear programming (LP) in project management
Throughout the years, businesses execute a systematic change, such as constructing a building, merging with another company or making a new product. These changes lead to the management of a project. To construct a project, ... -
Modelling of extreme temperature and its correlation with ENSO : a case study in Perlis
Extreme value (EV) theory has raised researcher's attention for modelling and forecasting the catastrophic or high-risk events. Since extreme environmental events may cause huge loss of properties and affect human life, ... -
Four inputs - one output fuzzy logicsystem for washing machine
Washing machine is one of the electrical appliances that use sophisticated technology. Washing machines that are used today not only saving energy, but it is able to wash a lot of load. Therefore, the designers of washing ... -
An approximate arithmetic progression approach for image filtering technique
Image have a significant importance in many fields in human life such as, in medicine, photography, biology, astronomy, industry and defense. Thus, it attracts the attention of large number of researchers, among them those ... -
Hybrid filters for edge detection and its new fuzzy performance evaluation technique
Edge detection is an important operation in digital image processing and also very important in field of computer vision, image segmentation and object recognition. Edge is line between two corners or surface which also a ... -
An interval-valued fuzzy set approach for evaluating students answer scripts in engineering mathematics 3 : a case study at Kolej Kemahiran Tinggi MARA Balik Pulau
Generally, education institutions must provide students’ evaluation reports regarding their test or examination as sufficient as possible and with the unavoidable error as small as possible. Therefore in this dissertation, ... -
Appromating the temperatures profiles for human skin tissue layers during heat wave using finite difference method
In 2016, Malaysia was stricken by a bad heat wave. Since today, there were no study yet on the effect of heat wave in Malaysia to human skin tissue layers. Therefore this study presents a Finite Difference Method application ... -
Deterministic and stochastic SIS models of common cold in Universiti Malaysia Perlis
The epidemiological with SIS model is the description of the dynamics of a disease that is contact transmitted with no long lasting immunity. Common cold can be categorized as a SIS model. This illness caused by a virus ... -
Fuzzy Sumudu transform
Ordinary differential Equations (ODEs) have long been used to model real-life problems. As times goes on, researchers realized that ODEs are no longer the best modelling tool, since they are inaccurate, especially when ... -
Global dynamics in neuro symbolic integration using energy minimization in mean field theory
Logic program and neural networks are two important aspects in artificial intelligence. This thesis is part of an endeavour towards neural networks and logic programming integration. The goal in performing logic programming ... -
An extended thomas-fermi model with clustering in nuclei
In this study, a phenomenological theory of nuclei that includes clustering at the nuclear surface in a general form is presented. The theory elaborates the recently extracted large symmetry energy by Natowitz et al., at ... -
Approximating one-dimensional coupled shallow-water equations for predicting tsunami wave propagation using finite difference method
Several countries on the Indian Ocean are hit by the tsunami on 26th December 2004. The tsunami is a rare phenomenon compared to other natural hazards. In order to enhance the preparedness of the people due to the tsunami, ... -
Modified logistic model with migration factor to predict the population of Purwanegara Village in Jawa Tengah, Indonesia
Population growth model is a model that has widely been used in order to do the estimation and forecasting the population of peoples, animals, bacteria and even in economics growth. Many studies have been carried out by ... -
Fibonacci retracement pattern recognition for forecasting GBP/USD foreign exchange market
This study presents an approach to the Fibonacci retracement implicates a forecast of future movements in foreign exchange rates (forex) of the previous movement inductive analysis. The forex market is one of the utmost ... -
Boundary layer flow and heat transfer of a nanofluid over a stretching/ shrinking sheet with suction and slip effect
In this thesis, the problem of steady boundary layer flow and heat transfer over a stretching/shrinking surface with the velocity slip boundary condition and suction is considered. The fluid that considered in this study, ... -
Hybrid method of fuzzy homotopy and runge kutta fehlberg method for solving fuzzy nonlinear equations
The system of fuzzy nonlinear equations plays an important role in solving real-world problems. However, to solve the system of fuzzy nonlinear equations is not an easy task. This is patently obvious when dealing with ...
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