Building your first CUDA-Q Program¶
We can define our quantum kernel as a typical Python function, with the additional use of the
@cudaq.kernel
decorator. Let’s begin with a simple GHZ-state example, producing a state of
maximal entanglement amongst an allocated set of qubits.
import cudaq
qubit_count = 2
# Define our kernel.
@cudaq.kernel
def kernel(qubit_count: int):
# Allocate our qubits.
qvector = cudaq.qvector(qubit_count)
# Place the first qubit in the superposition state.
h(qvector[0])
# Loop through the allocated qubits and apply controlled-X,
# or CNOT, operations between them.
for qubit in range(qubit_count - 1):
x.ctrl(qvector[qubit], qvector[qubit + 1])
# Measure the qubits.
mz(qvector)
This kernel function can accept any number of arguments, allowing for flexibility in the construction
of the quantum program. In this case, the qubit_count
argument allows us to dynamically control the
number of qubits allocated to the kernel. As we will see in further examples,
we could also use these arguments to control various parameters of the gates themselves, such as rotation
angles.
We can define our quantum kernel as we do any other typed callable in C++, through the use of the
__qpu__
annotation. For the following example, we will define a kernel for a simple GHZ-state as
a standard free function.
#include <cudaq.h>
__qpu__ void kernel(int qubit_count) {
// Allocate our qubits.
cudaq::qvector qvector(qubit_count);
// Place the first qubit in the superposition state.
h(qvector[0]);
// Loop through the allocated qubits and apply controlled-X,
// or CNOT, operations between them.
for (auto qubit : cudaq::range(qubit_count - 1)) {
x<cudaq::ctrl>(qvector[qubit], qvector[qubit + 1]);
}
// Measure the qubits.
mz(qvector);
}
This kernel function can accept any number of arguments, allowing for flexibility in the construction
of the quantum program. In this case, the qubit_count
argument allows us to dynamically control the
number of qubits allocated to the kernel. As we will see in further examples,
we could also use these arguments to control various parameters of the gates themselves, such as rotation
angles.