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Implementation of High Speed Large Integer Multiplication Algorithm on Contemporary Architecture
Published 2018“…The computation of cryptographic algorithm required a lot of large integer arithmetic computation, especially large integer exponentiation and modular operation. …”
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Final Year Project / Dissertation / Thesis -
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ZOT -Mk: A New Algorithm For Big Integer Multiplication
Published 2009“…Since the multiplication on integers is not native to the computer architecture numbering structure of bits and bytes, such algorithms are bound to be a bit slower on the implementation. …”
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Thesis -
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Projecting image on non-planar surface with zero-th order geometric continuity using simple dual-linear function and manipulation of strict integer implementation in programming la...
Published 2015“…Usage of a projection system to display large screen images is still relevant in the midst of LED-based display increasing popularity.This is due to that the system itself is a mature technology, reliable and cheaper than the LED counterpart.While various methods had addressed the projection problems on curve surface, projecting image on jagged like surface (zero order geometric continuity) has yet to be studied in depth.This paper proposes a method for projecting image on non-planar surface with zero-order geometric continuity property using parametric modeling.The method manipulate linear function by combining two functions into one by taking advantage of computer programs strict implementation of integer variables.The method was applied to grid-based texturing algorithm in order to create the desired zero-continuity effect on the surface.The method was compared with texturing that implement existing curve algorithm to project image on the screen.Visual evaluation results showed that the proposed method fared better compared to existing curve-based projection algorithm.…”
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Conference or Workshop Item -
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Surveillance camera placement optimization using Particle Swarm Optimization (PSO) algorithm and Mixed-Integer Linear Programming (MILP) model / `Ain Safia Roslan
Published 2024“…MATLAB was chosen as the primary software due to its robust capabilities in numerical computing and optimization, enabling efficient implementation and analysis of both algorithms. …”
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Thesis -
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The Construction Of Quantum Block Cipher For Grover Algorithm
Published 2018“…Asymmetric cryptographic algorithms which are based on integer factorization or discrete logarithms problems are rendered unsecured against quantum attacks. …”
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Thesis -
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Algorithm optimization and low cost bit-serial architecture design for integer-pixel and sub-pixel motion estimation in H.264/AVC / Mohammad Reza Hosseiny Fatemi
Published 2012“…For the hardware architecture design, we choose bit-serial structure for implementing our algorithm to benefit from its advantages. …”
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Thesis -
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Solving Sudoku puzzles in Binary Integer Linear Programming using Branch and Bound algorithm / Ahida Waliyyah Ahmad Fuad
Published 2024“…This study explores the application of a Binary Integer Linear Programming (BILP) model combined with the Branch and Bound (B&B) algorithm to solve Sudoku puzzles. …”
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Thesis -
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Implementation of Grid Computing for Cryptosystem (RSA)
Published 2005“…One objective ofthis project is to perform a small scale study in order to set up a grid computing that can support faster computation ofRSA Algorithm. …”
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Final Year Project -
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Development of symbolic algorithms for certain algebraic processes
Published 2007“…The modular technique is employed to minimize the complexity involved in such computations. A divisor test algorithm that enables the detection of an unlucky reduction is a crucial device for an effective implementation of the modular technique. …”
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Monograph -
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Development of symbolic algorithms for certain algebraic processes
Published 2007“…The modular technique is employed to minimize the complexity involved in such computations. A divisor test algorithm that enables the detection of an unlucky reduction is a crucial device for an effective implementation of the modular technique. …”
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Monograph -
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Modification of particle swarm optimization algorithm for optimization of discrete values
Published 2011“…These methods generally either represent the solution in binary form [5) or round off the continuous results into the closest integer [6-8). Both methods have been successfully implemented; however they either are computationally expensive for complex, multi-valued problems, or slow to converge due to rounding of the continuous variable. …”
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Research Reports -
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FPGA implementation of variable precision Euclid’s GCD algorithm
Published 2017“…Introduction: Euclid's algorithm is well-known for its efficiency and simple iterative to compute the greatest common divisor (GCD) of two non-negative integers. …”
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Article -
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Modified ant colony optimization algorithms for deterministic and stochastic inventory routing problems / Lily Wong
Published 2018“…The computational results also show that the algorithms of population based ACO performs better than the algorithms of non-population based ACO. …”
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Thesis -
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A new cryptographic algorithm based on decomposition problem in elliptic curve cryptography / Hilyati Hanina Zazali
Published 2012“…This study describes three algorithms for efficient implementations in Elliptic Curve Cryptography (ECC). …”
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Thesis -
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Sequential and parallel multiple tabu search algorithm for multiobjective urban transit scheduling problems
Published 2018“…Additionally, the MTS algorithm is also implemented in parallel computing to produce parallel MTS for generating comparable solutions in shorter computational times. …”
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Thesis -
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Case Slicing Technique for Feature Selection
Published 2004“…Case Slicing Technique (CST) helps in identifying the subset of features used in computing the similarity measures needed by classification algorithms. …”
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Thesis -
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Investigation on pattern based Algorithm for division by a constant number using Verilog code for optimization on the Nelust results
Published 2015“…However systems commonly multiply and divided by other constant numbers, such as by 3 or 7. An implementation of division in hardware is expensive. One of the alternatives is by replacing it with cheaper adder and shifter to compute the same result. …”
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