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| From: mr Squigle |
9/11/99
19:24:03
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| Subject: quantam computers |
post id:
5966
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i have heard a bit about these
from people i know at uni. But they have always had differnet expliantions
any one want to explain them to me?
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| From: Grant¹ |
9/11/99
19:50:30
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| Subject: re: quantam
computers |
post id:
5973
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If
this link works, it will take you to a previous thread on this topic,
bursting with informative goodness.
Otherwise you'll get an error
message or something. 8^)
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| From: scott |
10/11/99
0:26:00
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| Subject: re: quantam
computers |
post id:
6068
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Quantum computation? A
fundamentally new mode of information processing that can be performed
only by harnessing physical phenomena unique to quantum mechanics
(especially quantum interference).
What will quantum computers be
good at? These are the most important applications currently
known: Cryptography: perfectly secure communication. Searching,
especially algorithmic searching (Grover's algorithm). Factorising
large numbers very rapidly (Shor's algorithm). Simulating
quantum-mechanical systems efficiently.
If you only want to
predict what quantum computers will be able to do, you only need the
equations of quantum mechanics. But if you want to explain how they will
do it, you need to understand that the computer you can see and touch is
only one tiny facet of a far larger object, which is just as real even
though its existence is only detectable indirectly, through the
computational work it does for us. It has the structure of many computers
similar to the one we see, performing different computations which affect
each other through quantum interference.
In quantum computers, the
effects of quantum interference are writ large. But the theory says that
the whole of reality behaves in the same way. So the whole universe that
we see around us is only a tiny facet of a much larger entity, the
multiverse, which contains many universes like ours, interacting only
through quantum interference.
I can give you more if you
like?
quantum mechanics?
The deepest theory of
physics; the framework within which all other current theories, except the
general theory of relativity, are formulated. Some of its features
are:
Quantisation: (which means that observable quantities do not
vary continuously but come in discrete chunks or 'quanta'). This is the
one that makes computation, classical or quantum, possible at all.
Interference: (which means that the outcome of a quantum process in
general depends on all the possible histories of that process). This is
the one that makes quantum computers qualitatively more powerful than
classical ones. Entanglement: (which means that the properties of a
composite system, even when the components are distant and
non-interacting, cannot in general be fully expressed by descriptions of
the properties of all the component systems). The is the one that makes
quantum cryptography possible.
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| From: Chris |
10/11/99
23:48:11
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| Subject: re: quantam
computers |
post id:
6348
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Each processing unit in today's
computers can only perform one operation at a time. For example, in a PC
the main processor (Pentium chip or whatever) can do something like fetch
two numbers from memory, add them then store the result. The apparent
ability to do lots of things at once comes from the fact that the computer
can perform perhaps 100 million operations like this per second.
If
you want a faster computer, one way to do it is to add more processors.
For example, if you need to add 32 pairs of numbers together then instead
of having one processor do each pair in turn, you can have 32 processors
each handle one pair of numbers. This is called parallel
processing.
The basic idea of a quantum computer is to build a
single processor which can do many operations like this in one
step. This would be made possible by a new type of memory. In a normal
computer a single memory location (or bit) is always either on or off. But
quantum objects like atoms and electrons can exist in a
superposition of states, so that a qubit (quantum bit) could
be on AND off at the same time. This means that a single memory location
made up of, say 32 qubits, could represent 2^32 or 4,294,967,296 numbers
simultaneously. A quantum processor could then operate on all these
numbers in one step, which is essentially equivalent to having 4 billion
"normal" processors each doing one number.
There are many problems
associated with actually building a quantum computer, although people are
currently working on solutions. One of the main problems is keeping the
qubits in the required "coherent superposition" of states long enough to
do a calculation. Also, basic logic gates need to be redesigned in order
to preserve the superposition of states.
It is likely that sooner
or later the problems will be solved. The question then will be "What good
is a quantum computer?" Currently, people have only come up with a few
applications for which quantum computers would be especially suited. Some
of these have been mentioned above. For example, the problem of decrypting
encoded data (without knowing the code key in advance) is a practically
unsolvable one with present technology, due to the large number of
calculations required to discover the key. A quantum computer would solve
the problem neatly by trying all possible keys at
once.
JR
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