Quantum Computing and memory capacity

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Quantum computing has the potential to significantly impact the memory capacity of computers by enabling more efficient data representation and reconstruction methods. The discussion highlights the importance of developing suitable architectures, such as those resembling FPGAs, to effectively manage quantum information like qubits while addressing challenges like decoherence and environmental entanglement. Although the concept of using smaller data sets and algorithms to replace larger tables is promising, the current limitations in qubit numbers and the overall state of quantum computing suggest that substantial progress is still needed before realizing these advancements in memory capacity.
Stephen Tashi
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Does quantum computing have any profound implications for the memory capacity of computers?

It's often possible to replace a large table of data by a smaller set of numbers and an algorithm that reconstructs each entry of the table using the smaller data set. Will quantum computers made such tricks easier?
 
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Stephen Tashi said:
Does quantum computing have any profound implications for the memory capacity of computers?

The main problem is what sort of architecture can be used, in order to deal with quantum information (i.e. qubits) efficiently, due to decoherence and entanglements with an unmeasured environment (i.e. finally destroying quantum properties). As far as I know, the dominant idea for an architecture is something along the lines of an FPGA. Also, recently I came across this rambus resource about a potential memory technology which is under way.

Stephen Tashi said:
It's often possible to replace a large table of data by a smaller set of numbers and an algorithm that reconstructs each entry of the table using the smaller data set. Will quantum computers made such tricks easier?

So, given the right architecture and the right (i.e. most efficient) algorithm(s) I think that such tricks you mention will become easier but I think that given the current state of quantum computing regarding implementation(s), there is still a lot of work to be done.
 
As far as I'm aware, we're not up to a very high number of qubits yet, unfortunately.
 
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