Row 3486

Row ID: 3486 | Dataset Entry | Axioma AXP Content Repository

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I have a quantum computing simulator on GitHub [aromanro/QCSim: Quantum computing simulator (github.com)](https://github.com/aromanro/QCSim) for quite some time (implemented in C++). It's not only the simulator, but I also implemented quite a bit of algorithms, as examples/tests.

Finally I even managed to find the patience to describe it a bit on my blog (basically pointing out where one has to look first if he's curious about the implementation): [Quantum Computing Simulator | Computational Physics (go.ro)](https://compphys.go.ro/quantum-computing-simulator/)

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I started first with the obvious approach, using tensor products and matrix multiplication, but as I added algorithms, the limitation showed up so I optimized it, switching from O(N\^2) to O(N) (where N is the number of basis states, that is, 2\^number of qubits).

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Maybe somebody finds it useful.

FieldValue
text I have a quantum computing simulator on GitHub [aromanro/QCSim: Quantum computing simulator (github.com)](https://github.com/aromanro/QCSim) for quite some time (implemented in C++). It's not only the simulator, but I also implemented quite a bit of algorithms, as examples/tests. Finally I even managed to find the patience to describe it a bit on my blog (basically pointing out where one has to look first if he's curious about the implementation): [Quantum Computing Simulator | Computational…
label r/quantumcomputing
dataType post
communityName r/QuantumComputing
datetime 2024-03-09
username_encoded Z0FBQUFBQm5LakwxdWxqY0QtMkpuVVczdE9iMzVUOEQyZW9zUzBjX0dBOVpBai0wNmVpMkN2SVktRDBLNEtDMmw0Q3FCVFg0c0xoR1JDQUw1SFVWRjlmUUNXM3NsLUlILVE9PQ==
url_encoded Z0FBQUFBQm5Lak9FeE5nZ1htakkwZ09GUWQ1bWxoVnR3ZHQzREQ3MlRUNGpvNGxteDRPUFhfRHFXMjR2MmtDVTZ5dDQ2ZUdmdHhoZGE5bmJpUjRrQVhDUExPeW8yZTRDMTVHX3ZnQ1RieUk5MlNGYWV1V2N6YlA1NExxV2U1ZzJ3T3dnenYzSWp0WFdYRE40ekYwSVhkRE5PX1dGQ25HV3M0dWNrS0pRSUlSRlljaU9lZUVqUl84NEZzd1FhekoyUjNWbklUSjFGRDhq

Raw Record

{
  "text": "I have a quantum computing simulator on GitHub  [aromanro/QCSim: Quantum computing simulator (github.com)](https://github.com/aromanro/QCSim)  for quite some time (implemented in C++). It's not only the simulator, but I also implemented quite a bit of algorithms, as examples/tests.\n\nFinally I even managed to find the patience to describe it a bit on my blog (basically pointing out where one has to look first if he's curious about the implementation):  [Quantum Computing Simulator | Computational Physics (go.ro)](https://compphys.go.ro/quantum-computing-simulator/) \n\n​\n\nI started first with the obvious approach, using tensor products and matrix multiplication, but as I added algorithms, the limitation showed up so I optimized it, switching from O(N\\^2) to O(N) (where N is the number of basis states, that is, 2\\^number of qubits).\n\n​\n\nMaybe somebody finds it useful.",
  "label": "r/quantumcomputing",
  "dataType": "post",
  "communityName": "r/QuantumComputing",
  "datetime": "2024-03-09",
  "username_encoded": "Z0FBQUFBQm5LakwxdWxqY0QtMkpuVVczdE9iMzVUOEQyZW9zUzBjX0dBOVpBai0wNmVpMkN2SVktRDBLNEtDMmw0Q3FCVFg0c0xoR1JDQUw1SFVWRjlmUUNXM3NsLUlILVE9PQ==",
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