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[PDF] Top 20 Classical computation by quantum bits

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Classical computation by quantum bits

Classical computation by quantum bits

... by classical reversible logic gates built from the coherent dynamics of a few interacting ...are bits), the de- phasing time only needs to exceed a single gate operation time, while fault tolerance should ... See full document

9

The Deutsch Jozsa Algorithm Can Be Used for Quantum Key Distribution

The Deutsch Jozsa Algorithm Can Be Used for Quantum Key Distribution

... OALibJ | DOI:10.4236/oalib.1101798 3 August 2015 | Volume 2 | e1798 times, since she may receive 2 N 2 0 s before finally getting a 1, telling her that Bob’s function is balanced. The best deterministic classical ... See full document

6

Hybrid Quantum Classical Key Distribution

Hybrid Quantum Classical Key Distribution

... merging quantum (physical layer security) and classical (computationally hard to resolve) to provide high-level security and also provide inherits existing certifications from the conventional security ... See full document

6

3-11-2013 12:00 AM On the Physical Explanation for Quantum Computational Speedup

3-11-2013 12:00 AM On the Physical Explanation for Quantum Computational Speedup

... the computation is composed of many processes executing in parallel, and plausibly it can be of some heuristic value to think of these processes as taking place in many ...of quantum computation ... See full document

144

Geometric quantum computation

Geometric quantum computation

... of quantum mechanics has been the discovery that quantum systems can be used to perform novel information processing tasks, including computations which are more efficient than any algorithm known on a ... See full document

15

The Goals of Parity Bits in Quantum Key Distribution System

The Goals of Parity Bits in Quantum Key Distribution System

... any classical-based encryption algorithm such as DES encryption algorithm, that is to generate a completely randomized with no relation-between bits to be ...those bits are partially exposed to an ... See full document

5

Quantum Cryptography Beyond Quantum Key Distribution

Quantum Cryptography Beyond Quantum Key Distribution

... the quantum constructions that we cover in this survey (whether they are of the first or second type) are inspired by the original proposal of Wiesner called conjugate ...of quantum information, as we ... See full document

45

Classical  Proofs  for  the  Quantum  Collapsing  Property  of  Classical  Hash  Functions

Classical Proofs for the Quantum Collapsing Property of Classical Hash Functions

... for classical committers this captures precisely what we want, it fails to do so for quantum ...a quantum committer can potentially open a commitment to one value that he freely chooses after he has ... See full document

24

Mixing quantum and classical mechanics

Mixing quantum and classical mechanics

... The quantum-classical equation of motion ...the quantum and classical subsystems. The great util- ity of quantum-classical models based on a trajectory de- scription for the ... See full document

15

How to Verify a Quantum Computation

How to Verify a Quantum Computation

... of quantum computations in the regime of high computational ...of quantum interactive proof ...a quantum interactive proof system with a polynomial-time classical verifier (who can also ... See full document

37

Quantum Genetics, Quantum Automata and Quantum Computation

Quantum Genetics, Quantum Automata and Quantum Computation

... modeling, classical automata theory, and relational biology to molecular biology, neural networks, oncogenesis and medicine were extensively reviewed and several important conclusions were reached regarding both ... See full document

13

Quantum  FHE (Almost)  As  Secure  As  Classical

Quantum FHE (Almost) As Secure As Classical

... any classical FHE scheme can be translated into a quantum one that supports a limited set of gates (specifically, the evaluation of Clifford ...of quantum one time pad (QOTP) that allows to ... See full document

32

Teleportation-based  quantum  homomorphic  encryption  scheme  with  quasi-compactness   and  perfect  security

Teleportation-based quantum homomorphic encryption scheme with quasi-compactness and perfect security

... the computation is also required to be protected using cryptographic ...of classical computation, fully homomorphic encryption (FHE) has been stud- ied extensively since Gentry’s breakthrough result ... See full document

33

Classical  Cryptographic  Protocols  in  a  Quantum  World

Classical Cryptographic Protocols in a Quantum World

... of Quantum Protocols. The first careful proofs of security of quantum protocols were for key ex- change (Mayers [57], Lo and Chau [53], Shor and Preskill [66], Beaver ...on quantum protocols for ... See full document

37

On the Significance of the Gottesman-Knill Theorem

On the Significance of the Gottesman-Knill Theorem

... the quantum mechanical predictions associated with (simulta- neous) joint measurements of Pauli observables on the combined system (Mermin, ...the classical computer one is describing are able to ... See full document

20

Cryptography  with  Disposable  Backdoors

Cryptography with Disposable Backdoors

... to classical tokens which allow only classical access—in particular, the only way to interact with such a token is to hand it as input a classical ...to classical tokens as oracle algorithms, ... See full document

22

Online Testable Decoder using Reversible Logic

Online Testable Decoder using Reversible Logic

... of quantum circuits because quantum evolution must be ...reversible. Classical (non-quantum) reversible gates are subject to the same “circuit rules,” whether they operate on classical ... See full document

7

Can  you  sign  a  quantum  state

Can you sign a quantum state

... Formally defining outsider and insider security for signcryption is a challenge quantumly: they are roughly analogous to, respectively, authenticated encryption and chosen-ciphertext secrecy. Both of these notions are ... See full document

35

Information Geometry in Classical and Quantum Systems

Information Geometry in Classical and Quantum Systems

... investigate classical and quantum systems and demonstrate the utility of the information length as a unique Lagrangian diagnostic to quantify the information change as a system continuously evolves in time ... See full document

13

Quantum Computation and Information Storage in Quantum Double Models

Quantum Computation and Information Storage in Quantum Double Models

... are quantum Hall-states in two-dimensional electron gases in a high magnetic field ...quantum computation. Yet different constructions are Kitaev’s quantum double models [4], which are based ... See full document

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