Row 4279

Row ID: 4279 | Dataset Entry | Axioma AXP Content Repository

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EDIT: It seems the word "efficient" is being misunderstood. So, my main question is just: "What tasks in quantum computing require lots of repetitions of running the same circuit, where each time the parameters a\_i can change. Note a\_i is a boolean aka 0 or 1.

>!What are some applications that could profit from a tool that can repeatedly and efficiently simulate/evaluate quantum circuits, which have parameterized phases of form a\*pi, where a is 0 or 1? So basically when doing it repeatedly, then for each iteration different values for the boolean parameters are chosen.!<

An example that could profit from this is to calculate the probability that a circuit, U, will produce the qubit outcomes a\_1, ..., a\_k, irrespective of the qubit outcomes b\_1, ..., b\_m".

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text EDIT: It seems the word "efficient" is being misunderstood. So, my main question is just: "What tasks in quantum computing require lots of repetitions of running the same circuit, where each time the parameters a\_i can change. Note a\_i is a boolean aka 0 or 1. >!What are some applications that could profit from a tool that can repeatedly and efficiently simulate/evaluate quantum circuits, which have parameterized phases of form a\*pi, where a is 0 or 1? So basically when doing it repeatedly, …
label r/quantumcomputing
dataType post
communityName r/QuantumComputing
datetime 2024-04-06
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{
  "text": "EDIT: It seems the word \"efficient\" is being misunderstood. So, my main question is just: \"What tasks in quantum computing require lots of repetitions of running the same circuit, where each time the parameters a\\_i can change. Note a\\_i is a boolean aka 0 or 1.\n\n>!What are some applications that could profit from a tool that can repeatedly and efficiently simulate/evaluate quantum circuits, which have parameterized phases of form a\\*pi, where a is 0 or 1? So basically when doing it repeatedly, then for each iteration different values for the boolean parameters are chosen.!<\n\nAn example that could profit from this is to calculate the probability that a circuit, U, will produce the qubit outcomes a\\_1, ..., a\\_k, irrespective of the qubit outcomes b\\_1, ..., b\\_m\".",
  "label": "r/quantumcomputing",
  "dataType": "post",
  "communityName": "r/QuantumComputing",
  "datetime": "2024-04-06",
  "username_encoded": "Z0FBQUFBQm5LakwxZVNBYWpsQnFSQy04enVKNVJ0MzQzWW40Z1ppLXVIeGl1cWJEekVXSEwyU0d3M1VITkUxR3FONzJfYTc3WHhXUWdVVXBCQWxHRlk0bTNxb2Nmd2ZTRVE9PQ==",
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