Open-Destination Quantum Teleportation
Roland Piquepaille writes "An international team of physicists has entangled five photons for the first time in the world, reports Technology Research News in "Five photons linked." Why is this important? Because it's the minimum number of qubits needed for universal error correction in quantum computing. In other words, they found a way to check computational errors in future quantum computers. The physicists also demonstrated what they call 'open-destination teleportation,' a way to teleport quantum information within and between computers." "They teleported the unknown quantum state of a single photon onto a superposition of three photons. They were then able to read out this teleported state at any one of the three photons by performing a measurement on the other two photons," adds PhysicsWeb in "Entanglement breaks new record
". This will be used in about ten to twenty years to move information among quantum networks. You'll find more details and references in this overview."
Blah Blah Blah Blah,Blah,Blah, You have the bridge #1.
oh man... please stop... I dread reading the replys to this story... so so many people not understanding will come up. its not faster than light communication... I promise...
-You're wasting your time. Alfador only likes me.
Professor: No fair! You changed the outcome by measuring it!
Open-Destination Teleportation...wasn't this already tested with success? Yea, I seem to remember a story about this. Something about all hell breaking lose and killing all the Marines/scientists that were working on the project though...
...I empathize with Barbie. Math is hard.
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Writers get in shape by pumping irony.
For those of us who failed High School physics, from Wikipedia: A qubit (quantum + bit; pronounced /kyoobit/ [1] ) is a unit of quantum information. That information is described by state in a 2-level quantum mechanical system.
To be perfectly honest, quantum computing scares me to some extent. Things like PGP encryption and other very sensitive operations could, quite literally overnight, be blown away and dangerously shift power quickly. Then again we will also usher in a new age of unlimited (well, from a 2004 perspective, matter itself ultimately has a limit for storage and processing) computing that can make engineering in all fields like nothing we have seen before. And, the best part, we will see it in our lifetimes.
In quantum teleportation, complete information about the quantum state of a particle is instantaneously transferred by the sender, who is usually called Alice, to a receiver called Bob.
So, this would only be useful for sending information about a quantum state to guys named Bob? The quantum state thing is limiting enough, but c'mon ... Bob?
Well, tell you what. I'm changing my name to Bob. If you can't beat them, join them. I mean, these guys will be the information uberlords of the future. People will queue up to them, asking 'Did anything come for me yet?' And they will go, like, 'Show me the money!'
The Bobs of the future will be ultra-popular and rich.
...
Yes, I haven't taken my medication today? Why do you ask? :P
I hear there's rumors on the Slashdots
"they found a way to check computational errors in future quantum computers."
Just how far in the future will we be able to check? Should be a great aid to debugging! But what happens if I fix a problem that causes my great grandson to come back in time to help me to meet my wife? Oh, wait.
Not in the quantum world. You can transport the data, but you cannot copy the data. This is one of the primary premises of Quantum Computation, covered by the No Cloning Theorem.
Ofcourse, if you are talking about the inherent parallelism in q.c., you are right.
What we don't know about quantum physics would float many battleships.
What we may be seeing is the physical evidence that space and time are not much at all like we think they are.
Entanglement seems to allow things far away from each other, that used to be close to each other, to react to each other like they are still close to each other.
Science fiction fans will understand that the most likely explanations for that kind of thing are also likely to be wrong.
I look forward to a better understanding of this kind of behavior because it will allow us to better manipulate and control the way our area of the universe works.
For those who think of this as star trek blek, try putting yourself in the place of someone 200 years ago who was told that someone who lives in England would be able to visit someone in the colonies by a trip of only 3 hours.
dzimmerm (who is at work and whose account does not seem to recognize his password and who does not have any way to pop his home email from work due to SPIT, filtering, and SPIT lotus notes)
In 1993 an international group of six scientists, including IBM Fellow Charles H. Bennett, confirmed the intuitions of the majority of science fiction writers by showing that perfect teleportation is indeed possible in principle, but only if the original is destroyed. In subsequent years, other scientists have demonstrated teleportation experimentally in a variety of systems, including single photons, coherent light fields, nuclear spins, and trapped ions. Teleportation promises to be quite useful as an information processing primitive, facilitating long range quantum communication (perhaps unltimately leading to a "quantum internet"), and making it much easier to build a working quantum computer. But science fiction fans will be disappointed to learn that no one expects to be able to teleport people or other macroscopic objects in the foreseeable future, for a variety of engineering reasons, even though it would not violate any fundamental law to do so.
In the past, the idea of teleportation was not taken very seriously by scientists, because it was thought to violate the uncertainty principle of quantum mechanics, which forbids any measuring or scanning process from extracting all the information in an atom or other object. According to the uncertainty principle, the more accurately an object is scanned, the more it is disturbed by the scanning process, until one reaches a point where the object's original state has been completely disrupted, still without having extracted enough information to make a perfect replica. This sounds like a solid argument against teleportation: if one cannot extract enough information from an object to make a perfect copy, it would seem that a perfect copy cannot be made. But the six scientists found a way to make an end run around this logic, using a celebrated and paradoxical feature of quantum mechanics known as the Einstein-Podolsky-Rosen effect.
Read just how this effect works, here.
You are missing something. This has got nothing to do with faster than light communication, instead it's on how they were able to successfully entangle 5 photons, which is the minimum number needed to implement a universal error correction system in quantum computation.
Teleportation was achieved a long time ago by a bunch of folks at Innsbruck, led by Prof Anton Zeilinger.
Thanks to quantum computation and teleportation, this is actually the first post.
rewriting history since 2109
On my systems three Q*berts is not sufficient for error correction in my simulations. Coily always gets me sooner rather than later.
(Disclaimer: IAAQP)
Yes. They can transmit the data, but they cannot preserve the data without losing information. This is one of the primary ideas behind Quantum Cryptography, which forbids eavesdroppers from creating copies of the transmitted data.
I'm not talking about approximation -- I'm talking of copying the basic qubit as a function of quantum states -- no two quantum states can be copied, and if this were possible it would result in some funny stuff like causality.
You don't have to believe me, see for yourself - No Cloning Theorem.
In one hour? To quote from the article, "Quantum computers have the potential to be blazingly fast because a string of quantum bits, or qubits, that store the ones and zeros of computer information can represent all the numbers possible within that string at once."
In other words, in the time it takes you to transfer a single porn movie, you can simultaneously transmit _every_ porn movie of the same size or less.
Now that's a lot of porn.
Quantum teleportation is akin to faxing a document and in the process destroying the original.
[Scene: RIAA Headquarters]
Mitch Bainwol: "This quadrant teleportation thing sounds too good to be true."
Cary Sherman: "Get me Orrin Hatch on the phone. We need mandatory quantum teleplantation by 2010."
So here's the idea - quantum entanglement is when you have two quantum states that have to be given in reference to each other, even though the two states maybe contained in elements spatially separated.
:)
But - no useful information can be transmitted between the two systems. This is because the information in itself is given by probabilistic superposition of the states. For instance, you have a Qubit defined as the superposition of states, given by |psi> = a|0> + b|1> - so you can only find out when they are absolute states (0) or (1), and not in between -- and that will not happen at speeds less than the speed of light. In order to find out what state the system is in (in between 0&1), you will need to be able to copy the state, which is prohibited by the No Cloning Theorem.
So, to answer your question - you *may* be able to achieve instantaneous transmission of information, but you can never observe that information in a causal fashion less than the speed of light. Did that make sense?
yes, any observation on a set of entangled particles changes the state of the whole set.
or do you unentangle them before you observe them?However, if you do it appropriately it does change it in such a way, that (a) your measurement tells you nothing about the unknown state and (b) the unknown state is still encoded in the state of the unmeasured particles.
not before - but the act of measurement disentangles the measured particle from the rest. It may lead to *all* particle being disentangled (e.g., if they were in a state |00000>+|11111> and you measure in the basis {|0>,|1>}) or it may leave the unmeasured particles entangled (e.g., if you measure in the basis {|+>=|0>+|1>, |->=|0>-|1>}).
Can you unentangle particles without changing their state?no, since the state they are in is either entangled or not, disentangling them implies changing their state.
However, the 5-qubit state may be a *redundant* encoding of another state Psi (of fewer qubits). Then it is possible to change the overall state (either by measurements or normal time-evolution) such that one ends up with a single qubit in the state Psi.
This can be useful, since it may allow to if something has happened to the state encoded *without* learning anything about the state. This is the essential idea of quantum error correction: encode in a big (say 2^5-dimensional) space the state of a two-dimensional system. Detect, whether the state has moved out of this subspace (i.e. an error has occurred) but do it such that you do nott distinguish the two states in the subspace (thus leaving it untouched).
Werner Heisenberg was pulled over...
Get your Unix fortune now!