<--- Back to Details
First PageDocument Content
Quantum information science / Theoretical computer science / Quantum cryptography / Quantum computing / Cryptography / Quantum mechanics / Quantum algorithm / Quantum money / Quantum key distribution / Quantum information / Quantum entanglement / Ring learning with errors key exchange
Date: 2014-11-14 13:01:23
Quantum information science
Theoretical computer science
Quantum cryptography
Quantum computing
Cryptography
Quantum mechanics
Quantum algorithm
Quantum money
Quantum key distribution
Quantum information
Quantum entanglement
Ring learning with errors key exchange

Quantum Money from Hidden Subspaces

Add to Reading List

Source URL: theoryofcomputing.org

Download Document from Source Website

File Size: 456,33 KB

Share Document on Facebook

Similar Documents

Quantum information science / Quantum mechanics / Theoretical computer science / Physics / Superdense coding / Quantum teleportation / Qubit / Bell state / Quantum entanglement / GreenbergerHorneZeilinger state / Controlled NOT gate / W state

Lecture 10, Thurs Feb 16: Teleportation, Entanglement Swapping, GHZ, Monogamy Next let’s see... Quantum Teleportation which is a result from 1991 that came as a great surprise. Science journalists still love it given i

DocID: 1xUzD - View Document

Physics / Quantum information science / Quantum mechanics / Theoretical computer science / Quantum information theory / Statistical mechanics / Quantum states / Quantum entanglement / Von Neumann entropy / Schmidt decomposition / Bell state / Entropy

Lecture 11, Tues Feb 21: Quantifying Entanglement, Mixed State Entanglement How do you quantify how much entanglement there is between two quantum systems? It’s worth noting that we sort of get to decide what we think

DocID: 1xUig - View Document

Appeared in: Proceedings—Quantum Theory: Reconsideration of Foundations-3; Växjö, Sweden, JuneAIP Conf. Proc. 810, Jan. 2006).© Second entanglement and (re)Born wave functions in Stochastic Electr

DocID: 1ulQf - View Document

Math. Program., Ser. B https://doi.orgs10107z FULL LENGTH PAPER Bounds on entanglement dimensions and quantum graph parameters via noncommutative polynomial

DocID: 1tZJS - View Document

Quantum Circuits, Polynomials, and Entanglement Measures Working Draft Kenneth Regan University at Buffalo (SUNY) Amlan Chakrabarti

DocID: 1sVyq - View Document