{ "cells": [ { "cell_type": "markdown", "id": "d06baf83", "metadata": {}, "source": [ "# SOQCS Example 2: CNOT circuit." ] }, { "cell_type": "markdown", "id": "1ca2492b", "metadata": {}, "source": [ "
We use SOQCS to simulate a CNOT circuit as described in [1].
\n", "\n", "[1] J L O'Brien, G J Pryde, A G White, T C Ralph, D Branning Demonstration of an all-optical quantum controlled-NOT gate. Nature 426:264 (2003)\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "5f976a0f", "metadata": {}, "outputs": [], "source": [ "# Import libraries\n", "import soqcs # Import SOQCS\n", "from math import acos,sqrt,pi # Import mathematical functions\n", "\n", "# Create a simulator\n", "sim=soqcs.simulator()" ] }, { "cell_type": "markdown", "id": "5e98ec10", "metadata": {}, "source": [ "## Building a CNOT circuit" ] }, { "cell_type": "markdown", "id": "8a09c256", "metadata": {}, "source": [ " Here we build a circuit as described in [1]. Note that we are not defining the inputs like in example one. We left the channels open to indicate that we will append this circuit to the output of other circuit. Open channels helps to clarify the functionality of the circuit graphically like the barrier definition. A channel without any defined input will work in the same way.
We will relate the input channels with the qubit definition. In this case, we use a path encoded photon initialization. A pair of channels define a qubit. If the occupation of that pair of channels is \"01\" then the qubit value is \"0\". If the occupation is \"10\" then the value is \"1\". Below we define a 2xn matrix with as many columns as qubits. The first row determines the leftmost value while evaluating occupations.
" ] }, { "cell_type": "code", "execution_count": 3, "id": "d17abcb5", "metadata": {}, "outputs": [], "source": [ "qmap=[[1, 3],\n", " [2, 4]]" ] }, { "cell_type": "markdown", "id": "3a4cf555", "metadata": {}, "source": [ "## Example with | 1, 0 > input." ] }, { "cell_type": "markdown", "id": "3619d134", "metadata": {}, "source": [ "Below we create a circuit and we define the input adding the photons to the circuit. The initialization can be done directly from the qubit values. In this case the list qlist=[1,0]. Channels that do not belong to a qubit definition are the ancilla channels. We initialize both channel 0 and 5 to zero with the list ancilla=[0,0] The values of this list are assigned to the channels in order by their channel number. Once the circuit is initialized we append the previous circuit with the gate definitions.
" ] }, { "cell_type": "code", "execution_count": 4, "id": "13e0d142", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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