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Newest 'classical-computing' Questions - Quantum Computing Stack Exchange
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Learn more about TeamsQuestions tagged [classical-computing]
For questions about the relation between quantum computing and classical computing, such as their relative performance.
160 questions
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Disentangling qubits while loading classical data onto a quantum computer
I am working through this paper on loading classical data into a quantum computer. In section 2.5, they give a method to do this in the simple case of loading two bits in figure 17. I have worked ...
1
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0
answers
69
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When can an algorithm be de-quantized?
Is there a general criterion to be able to figure out when a quantum algorithm may be de-quantizable? I'm studying an algorithm which involves preparing a superposition $\sum_{k} \alpha_k |k\rangle$, ...
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2
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134
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are decoders based on syndrome equivalent to ones based on data
In Mackay book (page 559) I beleive the author claims that you get the same performance whether you decode using the raw received codeword (possibly soft LLR's) or using the syndrome of hard decision ...
4
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0
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How do I concatenate two classical codes by parity check matrices?
If I have two classical codes and I want to concatenate them, how do I find the parity check matrix of the concatenated code from the parity check matrices of the inner and outer code?
9
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Computational complexity of perturbed classical algorithms
Take a classical algorithm and compile it into quantum gates. For example, let's take the addition of two n-bit numbers. Obviously there is an efficient classical algorithm to determine the most ...
6
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3
answers
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Are Quantum Algorithms better than classical algorithms for all problems?
My question basically boils down whether Quantum Computers are better computers or are they only different computers?
Is there a quantum algorithm for every problem which is at least as fast as the ...
1
vote
1
answer
85
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How computationally advantageous are e-bits compared to probabilistically dependent classic bits
Let a "classical entangled bit" be defined as 2 classical bits put in a dependent probabilistic state like $\left| E\right> = \frac{1}{2} \left|00\right> + \frac{1}{2} \left|11\right&...
2
votes
1
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109
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How does counting in classical 32-bit systems compare to quantum systems with 32 qubits in superposition? [closed]
I'm trying to understand how counting in a classical 32-bit system compares to a 32-qubit quantum system.
In a classical 32-bit system, we can count from 0 to the maximum value (i.e., ) using a CPU ...
0
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1
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111
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Can quantum computers eventually be programmed "normally"?
They tell us that eventually quantum computers will break all current encryption methods. On the other hand, current quantum computers are programmed at a very low, mathematical level and for very ...
2
votes
1
answer
78
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How quantum laws hold on macroscopic level in classical computers?
Disclaimer: I am not sure about whether my question is suitable for here, but I will ask it anyway.
I am making research about quantum cryptography, so I start reading a book. In one paragraph, it is ...
1
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3
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127
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Intro book on classical and quantum computing by Thomas G Wong
Looking at his book, and am obviously new to studying this. Could someone help explain to me how the truth table is valid here?
To my understanding, when $C=0$, the circuit behaves like a reversible ...
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2
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133
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Are quantum advantages all about storing different weighted states with few qubits?
Consider pretty simple case of 2-qubit system (number of qubits $N=2$), which can be described as follows:
$$ |system\rangle = c_0|00\rangle+c_1|01\rangle+c_2|10\rangle+c_3|11\rangle,$$
as I ...
3
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1
answer
142
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Will logical clock cycle time be a limiting factor for quantum computations?
Fault-tolerant quantum computation promises to strongly suppress the errors by scaling up the size of the systems. Right now, different physical implementations of proto quantum computers have very ...
4
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3
answers
618
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Non-universal and non classically simulatable gate set?
The Gottesman-Knill theorem says that many circuits, including all Clifford curcuits can be simulated classically in polynomial time.
On the other hand it is believed that there is no polynomial time ...
2
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0
answers
73
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Efficient Clifford circuit simulation for composite dimensional qudits
I'm looking for a reference that states that Clifford circuits can also be efficiently simulated classically for qudits with composite dimension $d$.
It is folklore that this result is true for qubits ...
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