@inproceedings{bibcite_1080,
  author = {Neris D Ilano and Ronald S. Banzon and Cristine D. Villagonzalo},
  title = {Near-resonant approximation in quantum search simulation},
  abstract = {<div>The simulation of a quantum search algorithm in an Ising spin chain is equivalent to solving a system of 2^<em>L</em> coupled first order differential equations with <em>L</em> being the number of qubits. The near-resonant approximation can be used to simplify the evolution of the states in the database. In this work, we compare the simulation of a quantum search algorithm using the exact evolution according to Schr{\"o}dinger equation and using the near-resonant approximation. Our results show that the error of the near-resonant approximation is comparable to that of the exact evolution in terms of the fidelity measure. The advantage gained in having this small error at the near-resonant approximation is its faster execution time relative to the exact case.</div>},
  year = {2016},
  booktitle = {Proceedings of the 34th Samahang Pisika ng Pilipinas Physics Congress},
  pages = {SPP-2016-2C-01},
  month = {18{\textendash}21 Aug 2016},
  address = {University of the Philippines Visayas, Iloilo City},
}