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  1. 1
    A Novel Algorithm for Automated Model Generation of Analog Circuits Using Chebyshev-Newton Interpolation

    A Novel Algorithm for Automated Model Generation of Analog Circuits Using Chebyshev-Newton Interpolation by Xia, Likun, Farooq, Umer, Hussin, Fawnizu Azmadi, Malik, Aamir Saeed

    Published 2012
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  2. 2
    A Novel Algorithm for Automated Model Generation of Analog Circuits Using Chebyshev-Newton Interpolation

    A Novel Algorithm for Automated Model Generation of Analog Circuits Using Chebyshev-Newton Interpolation by Xia, Likun, Hussin, Fawnizu Azmadi, Malik, Aamir Saeed

    Published 2012
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  3. 3
    A hermite interpolated LUT for RF power amplifiers

    A hermite interpolated LUT for RF power amplifiers by Selvadurai, Dinaagaren, Mohd Sidek, Roslina, Al-Hussaini, Khalid Taher Mohammed, Mohd Ali, Borhanuddin

    Published 2017
    “…The algorithm employs the hermite interpolation LUT, which has a higher accuracy of interpolation. …”
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  4. 4
    STEP-NC Interpolator for General 2D and 3D Parametric Curve / Dzullijah Ibrahim...[et al.]

    STEP-NC Interpolator for General 2D and 3D Parametric Curve / Dzullijah Ibrahim...[et al.] by Ibrahim, Dzullijah, Yaakob, Yusli, Hussin, Norasikin, Samad, Zahurin

    Published 2017
    “…A STEP-NC interface to OAPC-NC interpolator using STEP-NC tool path data is proposed and developed. …”
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  5. 5
    Solving fractional differential equations using fractional explicit method

    Solving fractional differential equations using fractional explicit method by Yip, Lian Yiung, Zanariah Abdul Majid

    Published 2024
    “…This research is focusing in solving the fractional differential equations (FDEs) for linear and non-linear type using fractional explicit method (FEM) with constant step-size. …”
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  6. 6
    Solving fractional differential equations using fractional explicit method

    Solving fractional differential equations using fractional explicit method by Yiung, Yip Lian, Abdul Majid, Zanariah

    Published 2024
    “…This research is focusing in solving the fractional differential equations (FDEs) for linear and non-linear type using fractional explicit method (FEM) with constant step-size. …”
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  7. 7
    High Level Fault Modeling of Analog Circuits Through Automated Model Generation Using Chebyshev And Newton Interpolating Polynomials

    High Level Fault Modeling of Analog Circuits Through Automated Model Generation Using Chebyshev And Newton Interpolating Polynomials by Xia, Likun, Farooq, Muhammad Umer, Bell, Ian

    Published 2013
    “…This is still the most critical issue that industry is facing in reducing analog testing cost. We present a novel algorithm using a fusion of Chebyshev and Newton interpolating polynomials (CNIP) in nonlinear state-space (ss) termed AMG-CNIP for HLFM in analog circuits. …”
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  8. 8
    Study and Implementation of Data Mining in Urban Gardening

    Study and Implementation of Data Mining in Urban Gardening by Mohana, Muniandy, Lee, Eu Vern

    Published 2019
    “…The process begins through the monitoring of plants using sensors connected to the Arduino device. Attached sensors generate data and send these data to the Java Servlet application through a WIFI module. …”
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  9. 9
    Multistep block methods for solving higher order delay differential equations

    Multistep block methods for solving higher order delay differential equations by Hoo, Yann Seong

    Published 2016
    “…The delay term in DDEs with constant delays is approximated using Hermite interpolation. Linear and Hermite interpolators are used to approximate the delay terms in DDEs of pantograph type. …”
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  10. 10
    The development of spatio-temporal data model for dynamic visualization of virtual geographical information system

    The development of spatio-temporal data model for dynamic visualization of virtual geographical information system by Mohd. Rahim, Mohd. Shafry, Daman, Daut

    Published 2006
    “…Result shows that the proposed data model is able to perform well with a visualization algorithm using linear interpolation and an improved TIN structure. …”
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  11. 11
    Image Fusion for Travel Time Tomography Inversion

    Image Fusion for Travel Time Tomography Inversion by Liu, L., Zhao, X., Yin, X., Ashraf, M.A.

    Published 2015
    “…Therefore, the ill-conditioned linear equations were changed into iterative normal system through two times of treatment and using images with different forward algorithms for image fusion, it reduced the influence effect of measurement error on imaging. …”
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  12. 12
    Use of the simplex method to optimize analytical condition in structural analysis

    Use of the simplex method to optimize analytical condition in structural analysis by Hashamdar, H., Ibrahim, Z., Jameel, M., Karbakhsh, R.A., Ismail, Z., Kobraei, M.

    Published 2011
    “…The nonlinear behavior is approximated as a sequence of successively changing linear systems over a short time interval. Solution of nonlinear equations needs to iterative method such as Iterative algorithm. …”
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  13. 13
    Design Of Robot Motion Planning Algorithm For Wall Following Robot

    Design Of Robot Motion Planning Algorithm For Wall Following Robot by Ali Hassan, Muhamad Khairul

    Published 2006
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  14. 14
    Formulation of a new implicit method for group implicit BBDF in solving related stiff ordinary differential equations

    Formulation of a new implicit method for group implicit BBDF in solving related stiff ordinary differential equations by Abd Rasid, Norshakila, Ibrahim, Zarina Bibi, Abdul Majid, Zanariah, Ismail, Fudziah

    Published 2021
    “…We generate the solver by manipulating the numbers of back values to achieve a higher-order possible using the interpolation procedure. The algorithm is developed and implemented in C ++ medium. …”
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  15. 15
    Pemetaan Pm10 Dan Aot Menggunakan Teknik Penderiaan Jauh Di Semenanjung Malaysia

    Pemetaan Pm10 Dan Aot Menggunakan Teknik Penderiaan Jauh Di Semenanjung Malaysia by San, Limhwee

    Published 2006
    “…The developed algorithms are two-band algorithm, terma linear and modified algorithm from the combination of the visible and infrared thermal bands. …”
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  16. 16
    Gait identification using one-vs-one classifier model

    Gait identification using one-vs-one classifier model by Abdul Raziff, Abdul Rafiez, Sulaiman, Md. Nasir, Mustapha, Norwati, Perumal, Thinagaran

    Published 2016
    “…Besides that, the factor of linear interpolation is examined. Lastly, k-NN, MLP and SVM algorithm are compared in determining the best accuracy that works best with the OvO classifier model. …”
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  17. 17
    Improving embedded linear elasticity in deformable models using stiffness matrix

    Improving embedded linear elasticity in deformable models using stiffness matrix by Md Ali, Nor Azura

    Published 2015
    “…Most geometric models commonly used in graphics have hundreds of thousands of vertices. …”
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  18. 18
    Human activity recognition via accelerometer and gyro sensors

    Human activity recognition via accelerometer and gyro sensors by Tee, Jia Lin

    Published 2023
    “…To implement the data engineering system proposed, two mobile applications, SensorData and SensorDataLogger with user-friendly interfaces and intuitive functionalities are developed using Java programming language and Android Studio. …”
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    Final Year Project / Dissertation / Thesis
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  19. 19
    Assessment of landsat 7 scan line corrector-off data gap-filling methods for seagrass distribution mapping

    Assessment of landsat 7 scan line corrector-off data gap-filling methods for seagrass distribution mapping by Hossain, Mohammad Shawkat, Bujang, Japar Sidik, Zakaria @ Ya, Muta Harah, Hashim, Mazlan

    Published 2015
    “…To assess the geometric and radiometric fidelity of the recovered pixels, three potential gap-filling methods were examined: (a) geostatistical neighbourhood similar pixel interpolator (GNSPI); (b) weighted linear regression (WLR) algorithm integrated with the Laplacian prior regularization method; and (c) the local linear histogram matching method. …”
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  20. 20
    Direct Block Methods for Solving Special Second Order Ordinary Differential Equations and Their Parallel Implementations

    Direct Block Methods for Solving Special Second Order Ordinary Differential Equations and Their Parallel Implementations by Yap, Lee Ken

    Published 2008
    “…The first part of the thesis is about the construction and derivation of block methods using linear difference operator. The regions of stability for both explicit and implicit block methods are presented. …”
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