qamomile 0.8.0

No project description provided

Qamomile

Qamomile is a powerful SDK designed for quantum optimization algorithms, specializing in the conversion of mathematical models into quantum circuits. It serves as a bridge between classical optimization problems and quantum computing solutions.

Documentation: https://jij-inc.github.io/Qamomile/

LP: https://jij-inc.github.io/Qamomile/landing.html

Features

• Versatile Compatibility: Supports leading quantum circuit SDKs including Qiskit and QuriParts.
• Advanced Algorithm Support: Implements sophisticated encoding and algorithms like QAOA and QRAO.
• Flexible Model Conversion: Utilizes JijModeling for describing mathematical models and converting them to various quantum circuit SDKs.
• Intermediate Representation: Capable of representing both Hamiltonians and quantum circuits as intermediate forms.
• Standalone Functionality: Can implement quantum circuits independently, similar to other quantum circuit SDKs.

Installation

To install Qamomile, use pip:

pip install qamomile

For optional dependencies:

pip install "qamomile[qiskit]"  # For Qiskit integration
pip install "qamomile[quri-parts]"  # For QuriParts integration
pip install "qamomile[pennylane]"  # For QuriParts integration
pip install "qamomile[qutip]"  # For QuTiP integration
pip install "qamomile[cudaq]"  # For CUDA-Q integration
pip install "qamomile[udm]"  # For bloqade-analog integration

Note that, CUDA-Q is currently supported only on Linux (see https://nvidia.github.io/cuda-quantum/latest/using/install/local_installation.html#dependencies-and-compatibility).

Quick Start

Here's a simple example of how to use Qamomile with QAOA:

import jijmodeling as jm
from qamomile.core.converters.qaoa import QAOAConverter
from qamomile.qiskit.transpiler import QiskitTranspiler

# Define QUBO problem
Q = jm.Placeholder("Q", ndim=2)
n = Q.len_at(0, latex="n")
x = jm.BinaryVar("x", shape=(n,))
problem = jm.Problem("qubo")
i, j = jm.Element("i", n), jm.Element("j", n)
problem += jm.sum([i, j], Q[i, j] * x[i] * x[j])

# Prepare instance data
instance_data = {"Q": [[0.1, 0.2, -0.1], [0.2, 0.3, 0.4], [-0.1, 0.4, 0.0]]}

# Have an intermediate representation of the problem with the instance data substituted
interpreter = jm.Interpreter(instance_data)
compiled_instance = interpreter.eval_problem(problem)

# Create QAOA converter
qaoa_converter = QAOAConverter(compiled_instance)

# Create Qiskit transpiler
qiskit_transpiler = QiskitTranspiler()

# Get QAOA circuit
p = 2  # Number of QAOA layers
qaoa_circuit = qaoa_converter.get_qaoa_ansatz(p)

# Convert to Qiskit circuit
qiskit_circuit = qiskit_transpiler.transpile_circuit(qaoa_circuit)

# ... (continue with quantum execution and result processing)

Documentation

For more detailed information, please refer to our documentation.

Contributing

We welcome contributions! Please see our Contributing Guide for more details.

License

Qamomile is released under the Apache 2.0 License.