Algoritmo de Grover.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Importamos las librerías necesarias\n",
    "\n",
    "from qiskit import QuantumCircuit, Aer, execute\n",
    "from qiskit.visualization import plot_histogram"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 599.592x264.88 with 1 Axes>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Implementamos la puerta de Grover\n",
    "\n",
    "Grover = QuantumCircuit(3,3)\n",
    "\n",
    "Grover.h(range(3))\n",
    "Grover.x(range(3))\n",
    "\n",
    "#CORRECCIÓN !!!\n",
    "# Si el ccz lo implementamos de esta manera estaremos cambiando algunas amplitudes que no debemos\n",
    "# la solución está en recordar que Z = HXH\n",
    "\n",
    "\n",
    "Grover.h(2)\n",
    "Grover.mct([0,1],2,0) # esto es el cccx, el primer parámetro indica los qubits de control, el segundo\n",
    "Grover.h(2)             # el qubit objetivo. Finalmente poned un cero, no deis importancia a ese valor\n",
    "\n",
    "#Grover.x(2)\n",
    "#Grover.z(2)\n",
    "#Grover.x(2)\n",
    "#Grover.mct(range(2),2,0)\n",
    "\n",
    "Grover.x(range(3))\n",
    "Grover.h(range(3))\n",
    "\n",
    "Grover.draw(output = \"mpl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 238.392x264.88 with 1 Axes>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Esta es la función que podeis cambiar para buscar nuevos elementos\n",
    "\n",
    "Detector = QuantumCircuit(3,3)\n",
    "\n",
    "Detector.cz(1,0)\n",
    "Detector.draw(output = \"mpl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 900.592x264.88 with 1 Axes>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "circ = QuantumCircuit(3,3)\n",
    "circ.h(range(3))\n",
    "circ.barrier(range(3))\n",
    "circ = circ + Detector\n",
    "circ.barrier(range(3))\n",
    "circ = circ + Grover\n",
    "circ.barrier(range(3))\n",
    "#circ.measure(range(3), range(3))\n",
    "circ.draw(output = \"mpl\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x360 with 1 Axes>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "backend = Aer.get_backend(\"qasm_simulator\")\n",
    "job = execute(circ, backend, shots = 1000)\n",
    "result = job.result()\n",
    "counts = result.get_counts()\n",
    "plot_histogram(counts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}