Review on Quantum Key Distribution
Abstract
There have been tremendous developments in the field of cryptography. Quantum computers is one among them. Solving complex mathematical calculations are made easy using quantum computers. Introducing quantum physics into cryptography led to growth of quantum cryptography. Quantum cryptography is a technique of using photons to generate a cryptographic key and transmit it to a receiver using a suitable communication channel. Quantum cryptography uses quantum mechanical principles such as Heisenberg Uncertainty principle and photon polarisation principle to perform cryptographic tasks towards providing an effective security system. This study describes on to generate a key which is then converted into Quantum bits (Qubits) and send to the receiver securely.
Full Text:
PDFReferences
J. Aditya, P. Shankar Rao,” Quantum Cryptography
Ali Ibnun Nurhadi, Nana Rachmana Syambas (2018), “Quantum Key Distribution (QKD) Protocols: A Survey”, IEEE
P. Siva Lakshmi, G. Murali (2017), “Comparison of Classical and Quantum Cryptography using QKD Simulator”, IEEE
Harshad R. Pawar, Dr. Dinesh G. Harkut (2018), “Classical and Quantum Cryptography for Image Encryption & Decryption”, IEEE
D N Kartheek, G Amarnath, P Venkateswarlu Reddy (2013), “Security in Quantum computing using quantum key distribution protocols”, IEEE
Songsheng Tang, Fuqiang Liu (2012), “A one-time pad encryption algorithm based on one-way hash and conventional block cipher”, IEEE
Ankur Raina, Shayan Garani Srinivasa (2015), “Eavesdropping on a quantum channel with a unitarily interacting probe”, IEEE
Logan O. Mailloux, Charlton D. Lewis II, Casey Riggs, and Michael R. Grimaila (2016), “Post-Quantum Cryptography What Advancements in Quantum Computing Mean for IT Professionals”, IEEE
Ashish Nanda, Deepak Puthal, Saraju P. Mohanty, Uma Choppali (2018), “A Computing Perspective on Quantum Cryptography”, IEEE Consumer Electronics Magazine
Huber Nieto-Chaupis (2018), “Encrypted Communications through Quantum Key Distribution Algorithms and Bessel Functions”, IEEE
Refbacks
- There are currently no refbacks.