Quantum Computational Approaches to Achieve Intrinsic Parallelization
Minakshi Soni, Sanjay Sharma
Quantum computation is the effective and inherent parallelized way of solving real world problems over quantum computer. The real world demands for a parallelization just to achieve the performance speed-up and for obtaining optimized computational results. This paper investigates various quantum computational approaches to achieve intrinsic parallelization, focusing on superposition and entanglement to perform multiple computations simultaneously. Based on a comparative classical-quantum aspect, the emergence and significance of the quantum computing is justified. The key quantum algorithms, including Shor’s and Grover’s, are analyzed for their parallel processing potential and impact on solving complex problem. The potential of quantum computation in the cryptography, cybersecurity and machine learning generate benefits and enhances performance using the quantum approaches. This paper aims to advance the understanding and the development of quantum computational methods as highly efficient and it contributes to near future of high-performance computing through intrinsic parallelization.
International Conference on Computing, Communication and Networking Technologies (ICCCNT)•Jun 24, 2024•0 citations