Skip to main content

Close
Get the best research tool on the web today,and free!
Connect with people with common interests!

All Annotations of [Preview]

saved by17 people, first byDan McCrea on 2006-07-04, last byWilliam Hummel on 2008-07-24

  • The field of quantum information processing has made
    numerous promising advancements since its conception, including the building
    of two- and three-qubit quantum computers capable of some simple arithmetic
    and data sorting. 
    However, a few potentially large obstacles still
    >

    remain that prevent us from "just building one," or more precisely, building
    >

    a quantum computer that can rival today's modern digital computer.
    >  

    Among these difficulties, error correction, decoherence, and hardware architecture
    >

    are probably the most formidable.  Error correction is rather self
    >

    explanatory, but what errors need correction?  The answer is primarily
    >

    those errors that arise as a direct result of
    >
    decoherence
    >

    ,
    >

    or the tendency of a quantum computer to decay from a given quantum state
    >

    into an incoherent state as it interacts, or entangles, with the state
    >

    of the environment.  These interactions between the environment and
    >

    qubits are unavoidable, and induce the breakdown of information stored
    >

    in the quantum computer, and thus errors in computation.  Before any
    >

    quantum computer will be capable of solving hard problems, research must
    >

    devise a way to maintain decoherence and other potential sources of error
    >

    at an acceptable level.
    >  Thanks to the theory (and now reality) of
    quantum error correction, first proposed in 1995 and continually developed
    since, small scale quantum computers have been built and the prospects
    of large quantum computers are looking up.  Probably the most important
    idea in this field is the application of error correction in phase
    coherence
    as a means to extract information and reduce error in a quantum
    system without actually measuring that system.  In 1998, researches
    at Los Alamos National Laboratory
    and MIT led by Raymond
    Laflamme
    managed to spread a single bit of quantum information (qubit)
    across three nuclear spins in each molecule of a liquid solution of alanine
    or trichloroethylene molecules.  They accomplished this using the
    techniques of nuclear magnetic resonance (NMR).  This experiment is
    significant because spreading out the information actually made it harder
    to corrupt.  Quantum mechanics tells us that directly measuring the
    state of a qubit invariably destroys the superposition of states in which
    it exists, forcing it to become either a 0 or 1.  The technique of
    spreading out the information allows researchers to utilize the property
    of entanglement to study the interactions between states as an indirect
    method for analyzing the quantum information.  Rather than a direct
    measurement, the group compared the spins to see if any new differences
    arose between them without learning the information itself.  This
    technique gave them the ability to detect and fix errors in a qubit's
    phase
    coherence
    , and thus maintain a higher level of coherence in the quantum
    system.  This milestone has provided argument against skeptics, and
    hope for believers.  Currently, research in quantum error correction
    continues with groups at Caltech (Preskill,
    Kimble),
    Microsoft,
    Los
    Alamos
    , and elsewhere.
  • At present, quantum computers and quantum information
    technology remains in its pioneering stage.  At this very moment obstacles
    are being surmounted that will provide the knowledge needed to thrust quantum
    computers up to their rightful position as the fastest computational machines
    in existence.  Error correction has made promising progress to date,
    nearing a point now where we may have the tools required to build a computer
    robust enough to adequately withstand the effects of decoherence. 
    Quantum hardware, on the other hand, remains an emerging field, but the
    work done thus far suggests that it will only be a matter time before we
    have devices large enough to test Shor's and other quantum algorithms. 
    Thereby, quantum computers will emerge as the superior computational devices
    at the very least, and perhaps one day make today's modern computer obsolete.  
    Quantum computation has its origins in highly specialized fields of theoretical
    physics, but its future undoubtedly lies in the profound effect it will
    have on the lives of all mankind.
  • In a quantum computer, the fundamental unit of information
    (called a quantum bit or qubit), is not binary but rather more quaternary
    in nature.  This qubit property arises as a direct consequence of
    its adherence to the laws of quantum mechanics which differ radically from
    the laws of classical physics.  A qubit can exist not only in a state
    corresponding to the logical state 0 or 1 as in a classical bit, but also
    in states corresponding to a blend or superposition of these classical
    states.  In other words, a qubit can exist as a zero, a one, or simultaneously
    as both 0 and 1, with a numerical coefficient representing the probability
    for each state. 
  • on 2007-03-28 Mrxtrace
    A nice piece on the basics of Quantum computing and how it will make encryption obsolete as it has been shown already that RSA can be broken through quantum computing however serious limitations have to be overcome before it hits the shelves. a nice comparison between classic computers and quantum computers.