Andang Sunarto

Scopus Publications

Harmonic Path Planning using Quarter-Sweep Boosted TOR Iterative Method
Sumiati Suparmin, Andang Sunarto, Azali Saudi
Journal of Advanced Research Design, 2025
This paper presents the study to examine the effectiveness of the application of Quarter Sweep Boosted TOR with the 9-Point Laplacian operator using the families of relaxation methods in the computation of Laplace equation solutions to obtain the harmonic potentials. This work is a continuation from the past study that applied the standard application 5-Point Laplacian to solve path planning issue which a mobile robot faces because of working in indoor environment. The robot can navigate from a given initial position to a goal position by following the safest path, ensuring it avoids any obstacles and minimizes the risk of collisions. By utilizing the equation of Laplace and computing the potential values’ distribution in the environments which have been simulated, the robot can determine the safest path that avoids obstacles which exists in the environment. This method ensures that the robot moves along a path where the potential for collisions is minimized. The findings confirm that QSBTOR outperforms Half Sweep Boosted TOR (HSBTOR) and Full Sweep Boosted TOR (FSBTOR). QSBTOR and HSBTOR show 73% and 50% reduction respectively, compared to FSBTOR in terms of computational complexity.
Efficient Application of Modified TOR Iterative Method with GPU Acceleration in Robotics and Image Processing
Farhah Athirah Musli, Siti Hasnah Tanalol, Asni Tahir, Andang Sunarto, Azali Saudi
Journal of Advanced Research Design, 2025
This paper presents the application of the Modified TOR (MTOR) method, implemented using CUDA, for solving Poisson's equation through the iterative Finite Difference (FD) method. The study aims to provide a detailed description of the MTOR method for solving Partial Differential Equations (PDEs) on both standard and rotated meshes, employing CUDA for parallel processing. The MTOR method uses a red-black ordering strategy during iteration; consequently, the calculation of red cells utilizes the updated values of their four neighbouring black cells, and vice versa. To evaluate the performance of these iterative methods, robot path planning and image blending problems were tested. Our results highlight the advantages of employing parallel methods on Graphics Processing Units (GPUs) in terms of iterations and computational time, compared to their sequential counterparts. In the path planning simulation, the parallel implementations exhibited over 20 times faster execution compared to their corresponding sequential versions. Similarly, in the image blending problem, the parallel implementations achieved more than a 6-fold improvement in speed compared to the sequential methods.
Implementation of the KSOR Method for Solving One-Dimensional Time-Fractional Parabolic Partial Differential Equations with the Caputo Finite Difference Scheme Title of Manuscript
Mohd Usran Alibubin, Jumat Sulaiman, Fatihah Anas Muhiddin, Andang Sunarto
Journal of Advanced Research in Applied Sciences and Engineering Technology, 2025
This study presents numerical solution of time-fractional linear parabolic partial differential equations (PDEs) using the Caputo finite difference scheme. The discretization process is based on the second-order implicit finite difference scheme and the Caputo fractional derivative operator. The resulting system of linear approximation equations is solved using the Kaudd Successive Over Relaxation (KSOR) iterative method. A comparison is made with the Gauss-Seidel (GS) iterative method through three numerical examples. The results demonstrate that the KSOR method requires fewer iterations and reduced computational time compared to the GS method.
QUARTER-SWEEP FINITE DIFFERENCE APPROXIMATION WITH THOMAS ALGORITHM FOR SOLVING NONLINEAR ADVECTION-DIFFUSION EQUATION
Jackel Vui Lung Chew, Jumat Sulaiman, Andang Sunarto
Asia Pacific Journal of Mathematics, 2025
. Solving nonlinear advection-diﬀusion equations eﬃciently is one of the challenging tasks in computational mathematics. These equations are commonly used to model transport phenomena such as ﬂuid ﬂow, heat transfer, and pollutant dispersion. Finite diﬀerence methods are widely applied for solving these equations. However, their application in multi-dimensional mathematical problems involves high computational complexity. To address this issue, this paper investigates the computational eﬃciency of the quarter-sweep ﬁnite diﬀerence approximation combined with the Thomas algorithm. The proposed numerical method utilises the quarter-sweep strategy to signiﬁcantly reduce the number of computations required per iteration while maintaining numerical accuracy. Through extensive numerical experiments, the computational performance of the proposed method is carefully assessed by comparing it with the standard implicit ﬁnite diﬀerence method. The experimental results show that the proposed numerical method achieves higher computational eﬃciency while maintaining comparable numerical accuracy when it is compared to the standard implicit ﬁnite diﬀerence method. The reduction in computational load makes the proposed method particularly beneﬁcial for large-scale simulations. The contribution of this research is the integration of the quarter-sweep strategy with the Thomas algorithm which oﬀers an alternative numerical solution strategy for solving nonlinear advection-diﬀusion equations. This research has potential implications in ﬁelds such as ﬂuid dynamics, environmental modelling, and engineering applications. Despite its advantages, this research is limited to one-dimensional problems. Future work will focus on extending the numerical solution strategy to higher-dimensional problems. The ﬁndings of this research contribute to the ongoing
MODIFIED FRACTIONAL EXPLICIT GROUP WITH SOR ITERATIVE METHOD FOR NONLINEAR FRACTIONAL DIFFUSION IN A POROUS MEDIUM
Journal of Applied Mathematics and Informatics, 2025
ASSESSING FARMERS’ WELFARE IN BENGKULU PROVINCE THROUGH FARMERS’ TERM OF TRADE AND ZAKAT-BASED SOCIAL GROUP CLASSIFICATION
Nonie Afrianty, Andang Sunarto, Jackel Vui Lung Chew, Nurlia Latifah
Asia Pacific Journal of Mathematics, 2025
A. This study aims to assess the welfare of farmers in Bengkulu Province by employing farmers' term of trade and zakat-based social group classifications.A mixed-method approach is adopted, combining quantitative analysis using the ARIMA Box-Jenkins forecasting model on farmers' term of trade time series data from January 2021 to December 2023, and qualitative analysis based on zakat classification categories such as the wealthy (muzakki), the middle-income group, and the underprivileged (mustahik).The quantitative results show that the ARIMA (1,0,0) model is the most suitable for forecasting farmers' term of trade, with projected values for year 2024 ranging from 138.57 to 142.68.These projections suggest that farmers' purchasing power remains stable and falls within the surplus category.However, the qualitative results reveal that most farmers in Bengkulu Province are still classified as mustahik, signifying persistent welfare disparities and dependence on zakat.These findings highlight the critical need to strengthen the role of productive zakat and foster cross-sector collaboration as tools for empowering the agricultural economy.This study recommends that agricultural development policies should incorporate not only economic indicators but also socio-religious dimensions to achieve sustainable improvements in farmers' welfare.
Computational half-sweep explicit group Gauss–Seidel method with Caputo nonlocal arithmetic-mean approach for nonlinear time-fractional diffusion equation
, M. U. Alibubin, J. Sulaiman, , F. A. Muhiddin, , A. Sunarto, and
Mathematical Modeling and Computing, 2025
This paper introduces the half-sweep 4-Point Explicit Group Gauss–Seidel (HS4EGGS) method combined with a half-sweep Caputo nonlocal arithmetic-mean discretisation for solving nonlinear time-fractional diffusion equations (NTFDEs). Designed to enhance computational efficiency and accuracy, this approach minimizes iteration counts through a half-sweep iteration strategy and accurately represents memory and hereditary properties intrinsic to fractional derivatives. The HS4EGGS method significantly reduces computational costs while maintaining precision, making it particularly suited for large-scale problems. Numerical experiments compare HS4EGGS with FS4EGGS and FSGS methods, demonstrating its superior performance in convergence speed and accuracy across varying fractional orders and mesh sizes. For instance, HS4EGGS consistently outperforms the other methods in terms of iteration count and computational time while delivering solutions that align closely with expected results. This study highlights the robustness of HS4EGGS, positioning it as a reliable and efficient method for solving NTFDEs, with potential applications across diverse scientific and engineering domains.
A Caputo-based nonlocal arithmetic-mean discretization for solving nonlinear time-fractional diffusion equation using half-sweep KSOR
Mohd Usran Alibubin, Jumat Sulaiman, Fatihah Anas Muhiddin, Andang Sunarto, Graygorry Brayone Ekal
Edelweiss Applied Science and Technology, 2025
This paper introduces a novel numerical method for solving one-dimensional nonlinear time-fractional diffusion equations (1DNTFDEs), addressing computational challenges in modeling nonlinearity and fractional dynamics. The proposed method integrates the Half-sweep Kaudd Successive Over-Relaxation (HSKSOR) technique with a Caputo-based nonlocal arithmetic-mean discretization scheme. The Caputo fractional derivative is leveraged to model time-fractional dynamics, while the half-sweep Caputo-based nonlocal arithmetic-mean scheme efficiently handles nonlinear terms, transforming the nonlinear system into a linear one solved iteratively using HSKSOR. Numerical experiments on three benchmark examples demonstrate significant reductions in iteration counts and computational time. The HSKSOR method outperforms traditional iterative techniques such as Full-Sweep Gauss-Seidel (FSGS) and Full-Sweep Kaudd Successive Over-Relaxation (FSKSOR) methods, achieving superior computational efficiency without sacrificing accuracy. The proposed method provides an efficient and scalable computational framework for solving complex time-fractional models, offering high accuracy and substantial computational cost reductions. This advancement enhances the theoretical framework of nonlocal discretization and offers a powerful tool for applications in physics, engineering, and applied mathematics, where modeling fractional dynamics is critical.
Performance Analysis of Log-Space Harmonic Potentials for Path Planning in Indoor Environment
Nowyannie Willie D. Tamsin, Jumat Sulaiman, Azali Saudi, Andang Sunarto
Journal of Advanced Research Design, 2024
In recent years, there has been an increasing interest in the study of path planning algorithms for autonomous robot systems. The current study aims to examine the simulation performance of path planning using the Successive Overrelaxation (SOR) method and the log-space Gauss-Seidel (LGS) method. The simulation addresses the numerical solution of a boundary value problem for Laplace's equation, utilising Log-space mapping and adhering to Dirichlet boundary conditions within a closed region. The experiment done in both sparse and dense environments shows the benefits of the iterative methods. The paths generated by the SOR and LGS approach are compared using specific numerical examples in smooth trajectory planning. The comparative analysis suggests that the LGS iterative method effectively addresses the issue of achieving high precision in the numerical computation of the gradient of harmonic potentials for generating safe paths in dense environments with narrow corridors and difficult regions. The simulation results also indicate that the LGS employed in this study exhibits faster convergence. Although it has a slower execution time, it is successful in dense environments compared to the SOR method.
Intelligent Approximation for Climate Differential Equations
Jackel Vui Lung Chew, Elayaraja Aruchunan, Andang Sunarto
Studies in Systems Decision and Control, 2024
Modified Newton successive over-relaxation for solving Caputo fractional porous medium equations
Jackel Vui Lung Chew, Andang Sunarto, Jumat Sulaiman
Recent Trends in Fractional Calculus and Its Applications, 2024
Intelligent System Design for the Solutions of Nonlinear Diffusion in the Two-Dimensional Porous Medium
Jackel Vui Lung Chew, Elayaraja Aruchunan, Andang Sunarto, Jumat Sulaiman
Intelligent Systems of Computing and Informatics, 2024
Fractional Newton Explicit Group Method for Time-Fractional Nonlinear Porous Medium Equations
Progress in Fractional Differentiation and Applications, 2024
MODELLING OF FOOD SECURITY IN BENGKULU PROVINCE USING MULTIPLE LINEAR REGRESSION AND ROBUST REGRESSION ANALYSES WITH M-ESTIMATION
Andang Sunarto, Qomariah Hasanah, Jackel Vui Lung Chew, Mela Aziza, Fidhia Andani
Asia Pacific Journal of Mathematics, 2024
Statistical Evaluation on Water Pollution Level of Code River, Yogyakarta Based on Heavy Metals Concentrations and Sampling Locations
Qomariah Hasanah, Andang Sunarto, Jackel Vui Lung Chew, Mohammad Fadhli Asli
Environment and Ecology Research, 2023
Corrigendum to “New preconditioning and half-sweep accelerated overrelaxation solution for fractional differential equation” [J. King Saud Univ. – Sci. 35(2) (2023) 102461] (Journal of King Saud University - Science (2023) 35(2), (S1018364722006425), (10.1016/j.jksus.2022.102461))
Jackel Vui Lung Chew, Andang Sunarto, Praveen Agarwal, Jumat Sulaiman, Shaher Momani
Journal of King Saud University Science, 2023
Computational preconditioned gauss-seidel via half-sweep approximation to caputo's time-fractional differential equations
Advances in Special Functions of Fractional Calculus Special Functions in Fractional Calculus and their Applications in Engineering, 2023
New preconditioning and half-sweep accelerated overrelaxation solution for fractional differential equation
Praveen Agarwal, Andang Sunarto, Jackel Vui Lung Chew, Jumat Sulaiman, Shaher Momani
Journal of King Saud University Science, 2023
Numerical Approximation to Porous Medium Equation Using a Quarter-Sweep Based Finite Difference and Explicit Four-Points Group
Jackel Vui Lung Chew, Jumat Sulaiman, Andang Sunarto
Procedia Computer Science, 2023
Half-sweep Modified SOR Approximation of A Two-dimensional Nonlinear Parabolic Partial Differential Equation
Jackel Vui Lung Chew, Jumat Sulaiman, Andang Sunarto, Zurina Patrick
Mathematics and Statistics, 2023
Complexity Reduction Approach for Solving Second Kind of Fredholm Integral Equations
Mohana Sundaram Muthuvalu, Elayaraja Aruchunan, Majid Khan Majahar Ali, Jackel Vui Lung Chew, Andang Sunarto, Ramoshweu Lebelo, Jumat Sulaiman
Symmetry, 2022
Numerical Investigation on the Solution of a Space-Fractional via Preconditioned SOR Iterative Method
Progress in Fractional Differentiation and Applications, 2022
Computational half-sweep preconditioned Gauss-Seidel method for time-fractional diffusion equations
Andang Sunarto, Jumat Sulaiman, Jackel Vui Lung Chew
Fractional Order Systems and Applications in Engineering, 2022
Newton Explicit Decoupled Group Solution for Two-Dimensional Nonlinear Porous Medium Equation Problems
Jackel Vui Lung Chew, Jumat Sulaiman, Andang Sunarto, Fatihah Anas Muhiddin
Lecture Notes in Electrical Engineering, 2022
Quarter-Sweep Successive Over-relaxation Approximation to the Solution of Porous Medium Equations
Iaeng International Journal of Applied Mathematics, 2022
Application and efficiency evaluation of 4-point Newton Explicit Group to solve 2D porous medium equation
International Journal of Mathematics and Computer Science, 2022
Efficient Iterative Approximation for Nonlinear Porous Medium Equation with Drainage Model
Jackel Vui Lung Chew, Jumat Sulaiman, Elayaraja Aruchunan, Andang Sunarto
Studies in Systems Decision and Control, 2022
Numerical Solution of Nonlinear Diffusion in One Dimensional Porous Medium Using Hybrid SOR Method
Kyungpook Mathematical Journal, 2022
Computational approach via half-sweep and preconditioned aor for fractional diffusion
Andang Sunarto, Praveen Agarwal, Jumat Sulaiman, Jackel Vui Lung Chew
Intelligent Automation and Soft Computing, 2022
Iterative method for solving one-dimensional fractional mathematical physics model via quarter-sweep and PAOR
Andang Sunarto, Praveen Agarwal, Jumat Sulaiman, Jackel Vui Lung Chew, Elayaraja Aruchunan
Advances in Difference Equations, 2021
QSSOR and cubic non-polynomial spline method for the solution of two-point boundary value problems
A Sunarto, P Agarwal, J V L Chew, H Justine, J Sulaiman
Journal of Physics Conference Series, 2021
Quarter-sweep preconditioned relaxation method, algorithm and efficiency analysis for fractional mathematical equation
Andang Sunarto, Praveen Agarwal, Jumat Sulaiman, Jackel Vui Lung Chew, Shaher Momani
Fractal and Fractional, 2021
A newton-modified weighted arithmetic mean solution of nonlinear porous medium type equations
Elayaraja Aruchunan, Jackel Vui Lung Chew, Mohana Sundaram Muthuvalu, Andang Sunarto, Jumat Sulaiman
Symmetry, 2021
Modified iterative method with red-black ordering for image composition using poisson equation
Zakariah Aris, Nordin Saad, A’qilah Ahmad Dahalan, Andang Sunarto, Azali Saudi
Bulletin of Electrical Engineering and Informatics, 2021
Approximation solution of the fractional parabolic partial differential equation by the half‐sweep and preconditioned relaxation
Andang Sunarto, Praveen Agarwal, Jackel Vui Lung Chew, Jumat Sulaiman
Symmetry, 2021
Solving one-dimensional porous medium equation using unconditionally stable half-sweep finite difference and sor method
Jackel Vui Lung Chew, Jumat Sulaiman, Andang Sunarto
Mathematics and Statistics, 2021
Performance of FSPAOR iteration for solving one-dimensional space-fractional diffusion equation
A Sunarto, J Sulaiman, J V L Chew
Journal of Physics Conference Series, 2021
Solving Time-Fractional Parabolic Equations with the Four Point-HSEGKSOR Iteration
Fatihah Anas Muhiddin, Jumat Sulaiman, Andang Sunarto
Lecture Notes in Electrical Engineering, 2021
Accelerated Red-Black Strategy for Image Composition Using Laplacian Operator
Nordin Saad, Andang Sunarto, Azali Saudi
International Journal of Computing and Digital Systems, 2021
NUMERICAL SOLUTION OF THE TIME-FRACTIONAL DIFFUSION EQUATIONS VIA QUARTER-SWEEP PRECONDITIONED GAUSS-SEIDEL METHOD
A. Sunarto, J. Sulaiman, J.C.V. Lung
International Journal of Applied Mathematics, 2021
Numerical evaluation of quarter-sweep KSOR method to solve time-fractional parabolic equations
Fatihah Anas Muhiddin, Jumat Sulaiman, Andang Sunarto
International Journal of Engineering Trends and Technology, 2020
Computational algorithm PAOR for time-fractional diffusion equations
A Sunarto, J Sulaiman
Iop Conference Series Materials Science and Engineering, 2020
Grünwald Implicit Solution of One-Dimensional Time-Fractional Parabolic Equations Using HSKSOR Iteration
F A Muhiddin, J Sulaiman, A Sunarto
Journal of Physics Conference Series, 2020
Algorithm solution for space-fractional diffusion equations
A Sunarto, J Sulaiman
Iop Conference Series Materials Science and Engineering, 2020
The innovation iterative method and its stability in time-fractional diffusion equations
International Journal of Innovation Creativity and Change, 2020
Performance numerical method half-sweep preconditioned gauss-seidel for solving fractional diffusion equation
Andang Sunarto, Jumat Sulaiman
Mathematical Modelling of Engineering Problems, 2020
Application half-sweep preconditioned sor method for solving time-fractional diffusion equations
Proceedings of the International Conference on Industrial Engineering and Operations Management, 2020
Implementation of the 4EGKSOR for Solving One-Dimensional Time-Fractional Parabolic Equations with Grünwald Implicit Difference Scheme
Fatihah Anas Muhiddin, Jumat Sulaiman, Andang Sunarto
Lecture Notes in Electrical Engineering, 2020
Implementation QSGS iteration applied to fractional diffusion equation
A Sunarto, J Sulaiman
Journal of Physics Conference Series, 2019
Grünwald Implicit Solution for Solving One-Dimensional Time-Fractional Parabolic Equations Using SOR Iteration
F A Muhiddin, J Sulaiman, A Sunarto
Journal of Physics Conference Series, 2019
Four-Point EGSOR Iteration for the Grünwald Implicit Finite Difference Solution of One-Dimensional Time-Fractional Parabolic Equations
F A Muhiddin, J Sulaiman, A Sunarto
Journal of Physics Conference Series, 2019
A Class of Weighted Point Schemes for the Grünwald Implicit Finite Difference Solution of Time-Fractional Parabolic Equations Using KSOR method
F A Muhiddin, J Sulaiman, A Sunarto
Journal of Physics Conference Series, 2019
Preconditioned SOR Method to Solve Time-Fractional Diffusion Equations
A Sunarto, J. Sulaiman
Journal of Physics Conference Series, 2019
Investigation of Fractional Diffusion Equation via QSGS iterations
A Sunarto, J. Sulaiman
Journal of Physics Conference Series, 2019
MKSOR iterative method for the Grünwald implicit finite difference solution of one-dimensional time-fractional parabolic equations
Fatihah Anas Muhiddin, Jumat Sulaiman, Andang Sunarto
Aip Conference Proceedings, 2019
Numerical performance of half-sweep sor iteration with the grünwald implicit finite difference for time-fractional parabolic equations
Journal of Advanced Research in Dynamical and Control Systems, 2019
QSAOR iterative method for the solution of time-fractional diffusion equation
Journal of Engineering and Applied Sciences, 2017
Performance analysis of half-sweep AOR method with nonlocal discretization scheme for nonlinear two-point boundary value problem
M. U. Alibubin, A. Sunarto, J. Sulaiman
Aip Conference Proceedings, 2016
Application of the Full-Sweep AOR Iteration Concept for Space-Fractional Diffusion Equation
A. Sunarto, J. Sulaiman, A. Saudi
Journal of Physics Conference Series, 2016
Quarter-sweep Nonlocal Discretization Scheme with QSSOR Iteration for Nonlinear Two-point Boundary Value Problems
M. U. Alibubin, A. Sunarto, J. Sulaiman
Journal of Physics Conference Series, 2016
Implementation of the half-sweep AOR iterative algorithm for space-fractional diffusion equations
Andang Sunarto, Jumat Sulaiman, Azali Saudi
Jurnal Teknologi, 2016
Caputo’s implicit solution of time-fractional diffusion equation using half-sweep AOR iteration
Global Journal of Pure and Applied Mathematics, 2016
Performance analysis of half-sweep SOR iteration with rotated nonlocal arithmetic mean scheme for 2D nonlinear elliptic problems
Global Journal of Pure and Applied Mathematics, 2016
Numerical solution for solving space-fractional diffusion equations using half-sweep gauss-seidel iterative method
International Conference on Electrical Engineering Computer Science and Informatics Eecsi, 2015
Solving the time fractional diffusion equations by the Half-Sweep SOR iterative method
A. Sunarto, J. Sulaiman, A. Saudi
Proceedings 2014 International Conference on Advanced Informatics Concept Theory and Application Icaicta 2014, 2015
Implicit finite difference solution for time-fractional diffusion equations using AOR method
A Sunarto, J Sulaiman, A Saudi
Journal of Physics Conference Series, 2014

RECENT SCHOLAR PUBLICATIONS

Android Mobile Learning Raises Motivation Higher Than Learning Outcomes: Mobile Learning Android Meningkatkan Motivasi Lebih Tinggi dari Hasil Belajar
AS Hodijah, A Sunarto
Indonesian Journal of Innovation Studies 27 (2), 10.21070/ijins. v27i2. 1715 … , 2026
2026
Pengaruh Promosi, Perubahan Harga Emas, dan Digitalisasi Terhadap Keputusan Nasabah Menabung Emas di Bank Syariah Indonesia KCP Adam Malik Kota Bengkulu
AN Setra, A Sunarto, M Polindi
Jurnal Masharif Al-Syariah: Jurnal Ekonomi dan Perbankan Syariah 11 (2) , 2026
2026
PERAN IKLAN TIKTOK DALAM MEMBENTUK MINAT BELI MAHASISWA PADA BRAND BUSANA PERSPEKTIF ETIKA PEMASARAN SYARIAH
M Zamzami, A Sunarto, A Harpepen
JSE: Jurnal Sharia Economica 5 (2), 799-810 , 2026
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Analisis Pengaruh Prinsip Pariwisata Halal Terhadap Peningkatan Pendapatan Usaha Mikro Kecil dan Menengah (UMKM) di Destinasi Wisata Taman Kota Kabupaten Mukomuko
A Rifa’i, A Sunarto, RP Hasibuan
Jurnal Masharif Al-Syariah: Jurnal Ekonomi dan Perbankan Syariah 11 (1) , 2026
2026
Pengendalian Inflasi melalui Kebijakan Moneter Syariah: Zakat, Wakaf, dan Larangan Riba (Sharia Monetary Policy for Inflation Control)
L Almaida, L Larassati, R Nadia, M Nuraini, M Bambang, M Menzen, ...
As-Syirkah: Islamic Economic & Financial Journal 5 (1), 11-26 , 2026
2026
ANALISIS TEORI PERMINTAAN DAN PENAWARAN DALAM EKONOMI ISLAM: STUDI PUSTAKA TENTANG PRINSIP SYARIAH DAN MEKANISME PASAR
O Sopitri, R Selviani, NM Sari, H Tiara, JA Prtatama, N Hidayah, ...
Iqtishaduna: Jurnal Ilmiah Mahasiswa Hukum Ekonomi Syari'ah 7 (2), 2247-2253 , 2026
2026
The Development of Pop-Up Book Learning Media to Enhance Students' Learning Interest
D Agustina, A Sunarto, H Bahri
Journal of Educational Sciences 9 (6), 5025-5034 , 2025
2025
Citations: 3
Mr PENGARUH FLUKTUASI HARGA EMAS DAN STRATEGI PROMOSI TERHADAP MINAT NASABAH CICIL EMAS DI PEGADAIAN SYARIAH CPS BENGKULU
D Riadi, A Sunarto, E Alfiah
JSE: Jurnal Sharia Economica 4 (4), 79-98 , 2025
2025
QUARTER-SWEEP FINITE DIFFERENCE APPROXIMATION WITH THOMAS ALGORITHM FOR SOLVING NONLINEAR ADVECTION-DIFFUSION EQUATION
JVUIL CHEW, J SULAIMAN, A SUNARTO
Asia Pacific Journal of Mathematics 12 (2025), 1-12 , 2025
2025
ASSESSING FARMERS’ WELFARE IN BENGKULU PROVINCE THROUGH FARMERS’ TERM OF TRADE AND ZAKAT-BASED SOCIAL GROUP CLASSIFICATION
N AFRIANTY, A SUNARTO, JVUIL CHEW, N LATIFAH
Asia Pacific Journal of Mathematics 12 (2025), 1-12 , 2025
2025
Sosialisasi Produk Rahn Pegadaian Syariah sebagai Alternatif Pembiayaan Syariah bagi Masyarakat Desa Air Putih Bengkulu Tengah: Penelitian
BA Wahyu, A Sunarto, U Hasanah
Jurnal Pengabdian Masyarakat dan Riset Pendidikan 4 (1), 6225-6231 , 2025
2025
Peran Sistem Layanan Informasi Keuangan (Slik) OJK dalam Meningkatkan Transparansi Akses Layanan Informasi Debitur di Indonesia
JR Kaurany, A Sunarto, M Polindi
Jurnal Masharif Al-Syariah: Jurnal Ekonomi dan Perbankan Syariah 10 (4) , 2025
2025
Harmonic Path Planning using Quarter-Sweep Boosted TOR Iterative Method
SS Suparmin, S Andang, AS Saudi
Journal of Advanced Research Design 132 (1), 1-14 , 2025
2025
Citations: 1
Efficient Application of Modified TOR Iterative Method with GPU Acceleration in Robotics and Image Processing
FA Musli, SH Tanalol, A Tahir, A Sunarto, A Saudi
Journal of Advanced Research Design 131 (1), 26-46 , 2025
2025
MEDIA PROMOSI META ADS TINJAUAN EKONOMI SYARIAH (Studi Pada Usaha Juragan Bubur Bengkulu)
DA Fitra
UIN Fatmawati Sukarno Bengkulu , 2025
2025
Citations: 1
QUARTER-SWEEP FINITE DIFFERENCE APPROXIMATION WITH THOMAS ALGORITHM FOR SOLVING NONLINEAR ADVECTION-DIFFUSION EQUATION
J Vui Lung Chew, J Sulaiman, A Sunarto
Asia Pacific Journal of Mathematics 12 (44), 1-12 , 2025
2025
Pengaruh live streaming dan event tanggal kembar terhadap impulsive buying ditinjau ekonomi Islam
A Anggraini, A Sunarto, H Yustati
Jurnal Manajemen & Bisnis Jayakarta 6 (02), 302-316 , 2025
2025
Citations: 7
APLIKASI METODE ANALYTICAL HIERARCHY PROCES (AHP) DALAM UPAYA MENINGKATKAN WISATA HALAL (DI WISATA RINDU HATI KABUPATEN BENGKULU TENGAH)
A Noprendi, A Sunarto, N Afrianty
JURNAL ILMIAH AKUNTANSI, MANAJEMEN DAN EKONOMI ISLAM (JAM-EKIS) Учредители … , 2025
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PENGARUH INFLASI DAN KEMISKINAN TERHADAP PERTUMBUHAN EKONOMI DALAM PERSPEKTIF EKONOMI ISLAM DI INDONESIA TAHUN 1992-2024
AYE FITRIAH, A SUNARTO, A HARPEPEN
JURNAL EKONOMIKA DAN BISNIS (JEBS) Учредители: Universitas Dharma Andalas 5 … , 2025
2025
Citations: 1
Computational half-sweep explicit group Gauss–Seidel method with Caputo nonlocal arithmetic-mean approach for nonlinear time-fractional diffusion equation
MU Alibubin, J Sulaiman, FA Muhiddin, A Sunarto
MATHEMATICAL MODELING AND COMPUTING 12 (1), 197-211 , 2025
2025

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