### Team: Pizza Kebab
* RANK: 7/429 teams
* SCORE: 4000pt
* TIME: 141351 minsMembers: Comuz (Saverio Monaco), Linuz (Francesco Barone)
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1 Differentiable ZNE: Noisy Circuits Build a quantum circuit with noise.
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2 Fourier spectrum of quantum modelss: Build a model We introduce the basics of building quantum models with classical input data.
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3 Gradients: The parameter-shift rule Implement your own simple parameter-shift rule for the Pauli rotation gates.
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4 Quantum transforms and noise: Energy dissipation We use quantum transforms to add energy dissipation to every gate in a single-wire circuit. We study the effects of energy dissipation in the purity of the final states.
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5 Universality: Working with one qubit In this challenge we will work with the definition of universality in one qubit
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6 Differentiable ZNE: Global circuit folding Implement a global circuit folding routine
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7 Fourier spectrum of quantum models - Distance in Fourier space In this challenge, we write a script that gives us a notion of how well a quantum model fits a given function.
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8 Gradients: A four-term parameter-shift rule Implement your own parameter-shift rule for the controlled X/Y/Z gates
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9 Quantum transforms and noise: A faulty superconducting device We use quantum transforms to model a faulty real-life superconducting device.
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10 Universality: U3 and CNOT decomposition This time there will be more qubits. In this challenge we will try to define a given matrix with only U3 and CNOT gates.
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11 Differentiable ZNE: Error-mitigated VQE Use ZNE to obtain a zero-noise estimate on the Hydrogen molecule ground state energy.
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12 Fourier spectrum of quantum models - Coefficients and frequencies We build a quantum model and use the Fourier module to extract its spectrum and Fourier coefficients.
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13 Gradients: Adjoint differentiation Implement a seemingly harmless adjoint differentiation protocol!
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14 Quantum transforms and noise: Maximizing fidelity We pioneer on the use of transforms to see how to best emulate a quantum circuit using a different one.
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15 Universality: H, T and CNOT decomposition Making use of different equivalences, you will be asked to construct a particular operator simply using H, T and CNOT...
- Create a pip environment called
codecamp:python3 -m venv codecamp - Activate the environment:
source ./codecamp/bin/activate - Install the required packages from
./requirements.txt:python3 -m pip install -r ./requirements.txt