QC is a minimalistic C library for simulating quantum circuits and algorithms

defining a zero qubit:

Q q = zero_qubit();

defining a one qubit:

Q q = one_qubit();

defining a qubit with different probabilities

Q q = new_qubit(1,1);

the first parameter of new_qubit function is probability of qubit being zero and the second is the probability of it being one
note: new_qubit function normalizes the values so in this example both probabilities will be 1/sqrt(2) or 0.7071

defining a group of two qubits

Q q0, q1; Q2 q_group = {q0, q1};

defining group of three qubits

Q q0,q1,q2; Q3 q_group = {q0, q1, q2};

Pauli-X gate:
pauli_x() or X()
Pauli-Y gate:
pauli_y() or Y()
Pauli-Z gate:
pauli_z() or Z()
Hadamard gate:
hadamard() or H()
Phase gate:
phase() or P()
T gate:
t_gate() or T()
Controlled NOT Gate:
cnot()
Controlled Z Gate:
cz()
Controlled S Gate:
cs()
Toffoli (CCNOT) Gate:
ccnot()

getting probability of qubit being zero:

float zero_prob = zero_chance(q); 

getting probability of qubit being one:

float one_prob = one_chance(q); 

measuring the value based on probabilities

int result = measure(q); // always 1 or 0 

Bell state:

#include<stdio.h> #include "qc.h" int main() { Q q0 = one_qubit(); Q q1 = zero_qubit(); q0 = H(q0); Q2 q_group = cnot(q0, q1); q0 = q_group.first; q1 = q_group.second; printf("Q0:\n"); printf("Zero Probability: %lf \n", zero_chance(q0)); // 0.5 printf("One Probability: %lf \n", one_chance(q0)); // 0.5 printf("Measured: %d\n", measure(q0)); printf("Q1:\n"); printf("Zero Probability: %lf \n", zero_chance(q1)); // 0.5 printf("One Probability: %lf \n", one_chance(q1)); // 0.5 printf("Measured: %d\n", measure(q1)); }

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