Standard quantum amplitude estimation
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Question 1 of 4
1. Question
Estimating an option price by classical Monte Carlo to a certain precision requires 100.000.000 samples. Can you give an estimate of quantum calls to the state preparation algorithm to calculate this price with the same precision using Quantum Amplitude Estimation?
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Question 2 of 4
2. Question
Quantum Amplitude Estimation can be regarded as Quantum Phase Estimation applied to a certain unitary. What is this unitary?
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Question 3 of 4
3. Question
Given the quadratic speed-up of Quantum Amplitude Estimation over classical Monte Carlo, from how many classical Monte Carlo samples is it advantageous to use a quantum computer with effective clock speed 1 MHz compared to a classical computer with clock speed 10 GHz?
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Question 4 of 4
4. Question
Given the quadratic speed-up of Quantum Amplitude Estimation over classical Monte Carlo, from how many classical Monte Carlo samples is it advantageous to use a quantum computer with effective clock speed 1 MHz compared to a classical computer with 100 cores with clock speed 10 GHz? We assume parallelization to be perfect on the quantum computer, i.e. that parallelizing on 100 cores yields a 100 speed-up.
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