Videolibrary
RUS  ENG    JOURNALS   PEOPLE   ORGANISATIONS   CONFERENCES   SEMINARS   VIDEO LIBRARY   PACKAGE AMSBIB  
Video Library
Archive
Most viewed videos

Search
RSS
New in collection






Quantum optics and related topics
September 6, 2024 16:40–17:10, Online
 


Quantum hashing via single-photon states

A. A. Kalachev
Video records:
MP4 223.2 Mb

Number of views:
This page:22
Video files:10



Abstract: A quantum hashing is a promising generalization of the cryptographic hashing concept on the quantum domain. In this case, the hash function encodes a classical input state into a quantum state so that to optimize the trade-off between one-way property and collision resistance. In the present work, we develop a quantum hashing technique wherein a quantum hash is constructed as a sequence of single-photon qubits [1] or qudits [2]. A proof-of-principle implementation of the quantum hashing protocol using orbital-angular momentum encoding of single photons demonstrates good agreement with theoretical predictions. In particular, it shows that the number of qudits decreases with increase of their dimension for an optimal ratio between collision probability and decoding probability of the hash [2]. The prospects of increasing dimension of information carriers, which makes quantum hashing with single photons more efficient, are discussed [3].
[1] D. A. Turaykhanov, D. O. Akat'ev, A. V. Vasiliev, F. M. Ablayev, and A. A. Kalachev. Quantum hashing via single-photon states with orbital angular momentum. Physical Review A, 104, 052606 (2021)
[2] D.O. Akat’ev, A.V. Vasiliev, N.M. Shafeev, F.M. Ablayev, A.A. Kalachev. Multiqudit quantum hashing and its implementation based on orbital angular momentum encoding. Laser Physics Letters 19, 125205 (2022)
[3] D. A. Turaykhanov, N.M. Shafeev, A. V. Vasiliev, F. M. Ablayev, and A. A. Kalachev. Quantum hashing with orbital angular momentum and polarization encoding. (to be submitted)

Language: English
 
  Contact us:
 Terms of Use  Registration to the website  Logotypes © Steklov Mathematical Institute RAS, 2024