From 1cd4bd07ef503399cfd90d7f6f3cc3caed954cce Mon Sep 17 00:00:00 2001 From: Ulrik Date: Mon, 10 Aug 2026 10:02:19 +0200 Subject: [PATCH] Added my notebook --- .../cv_submissions/cv_tutorial_ulrik.ipynb | 379845 +++++++++++++++ 1 file changed, 379845 insertions(+) create mode 100644 exercises/cv_submissions/cv_tutorial_ulrik.ipynb diff --git a/exercises/cv_submissions/cv_tutorial_ulrik.ipynb b/exercises/cv_submissions/cv_tutorial_ulrik.ipynb new file mode 100644 index 0000000..53d6e46 --- /dev/null +++ b/exercises/cv_submissions/cv_tutorial_ulrik.ipynb @@ -0,0 +1,379845 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "acaa1f59", + "metadata": {}, + "source": [ + "# Continuous-Variable Quantum Optics\n", + "## Wigner Function of the Quantum Harmonic Oscillator & Squeezed States\n", + "\n", + "All the equations used in this notebook are taken from the Quantum information Technology course notes.\n", + "\n", + "### The Wigner Function\n", + "The Wigner function is a fundamental quasi-probability distribution widely employed in quantum optics to describe quantum states in phase space.\n", + "\n", + "For a single harmonic oscillator in a state $\\hat{\\rho}$, the Wigner function is defined as the Wigner transform of the density operator:\n", + "$$ W_\\rho(x, p) = \\frac{1}{2\\pi} \\int_{-\\infty}^{\\infty} \\left\\langle x + \\frac{1}{2}q \\middle| \\hat{\\rho} \\middle| x - \\frac{1}{2}q \\right\\rangle e^{ipq} \\, dq \\tag{3.80} $$\n", + "\n", + "### Wigner Function of a Fock State $|n\\rangle$\n", + "For a energy eigenstate (Fock state $|n\\rangle$), the Wigner function is given analytically by:\n", + "$$ W_{|n\\rangle}(x, p) = \\frac{1}{\\pi} e^{-x^2 - p^2} (-1)^n L_n(2x^2 + 2p^2) \\tag{3.84} $$\n", + "\n", + "where $L_n(\\cdot)$ is the $n$-th Laguerre polynomial.\n", + "\n", + "Below, we use sympy to define the general Fock state Wigner function $W_{|n\\rangle}(x, p)$ and calculate the ground state Wigner distribution by setting $n = 0$.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "88e2868e", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import cm\n", + "from scipy.integrate import simpson\n", + "from scipy.special import eval_laguerre\n", + "import matplotlib.animation as animation\n", + "from IPython.display import HTML, Math, display\n", + "import sympy as sp\n", + "\n", + "plt.style.use('seaborn-v0_8-whitegrid' if 'seaborn-v0_8-whitegrid' in plt.style.available else 'default')\n", + "plt.rcParams['font.family'] = 'sans-serif'\n", + "plt.rcParams['font.size'] = 11\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e746c949", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SymPy Ground State Calculation:\n" + ] + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{General Fock State Wigner (Eq. 3.84): } W_{|n\\rangle}(x, p) = \\frac{1}{\\pi} e^{-x^2 - p^2} (-1)^n L_n(2x^2 + 2p^2)$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{Ground State } (n=0): W_{|0\\rangle}(x, p) = \\frac{e^{- p^{2} - x^{2}}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x_sym, p_sym = sp.symbols('x p', real=True)\n", + "n_sym = sp.Symbol('n', integer=True, nonnegative=True)\n", + "\n", + "# Define general Fock state Wigner distribution\n", + "W_fock_n = (1 / sp.pi) * sp.exp(-x_sym**2 - p_sym**2) * ((-1)**n_sym) * sp.laguerre(n_sym, 2*x_sym**2 + 2*p_sym**2)\n", + "\n", + "W_ground_sym = W_fock_n.subs(n_sym, 0)\n", + "\n", + "print(\"SymPy Ground State Calculation:\")\n", + "display(Math(r'\\text{General Fock State Wigner (Eq. 3.84): } W_{|n\\rangle}(x, p) = \\frac{1}{\\pi} e^{-x^2 - p^2} (-1)^n L_n(2x^2 + 2p^2)'))\n", + "display(Math(r'\\text{Ground State } (n=0): W_{|0\\rangle}(x, p) = ' + sp.latex(W_ground_sym)))\n", + "\n", + "# Convert SymPy expression to a NumPy-compatible function via sp.lambdify\n", + "W_ground_func = sp.lambdify((x_sym, p_sym), W_ground_sym, 'numpy')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "07327b18", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Integrated total probability over phase space: 0.999999 (Expected: 1)\n" + ] + } + ], + "source": [ + "# Define Phase Space Grid\n", + "x = np.linspace(-3.5, 3.5, 300)\n", + "p = np.linspace(-3.5, 3.5, 300)\n", + "X, P = np.meshgrid(x, p)\n", + "\n", + "# Evaluate Analytical Wigner Function for Ground State |0> computed by SymPy\n", + "W_ground = W_ground_func(X, P)\n", + "\n", + "# Verify normalization via numerical integration\n", + "total_prob = simpson(simpson(W_ground, x=x, axis=1), x=p)\n", + "print(f\"Integrated total probability over phase space: {total_prob:.6f} (Expected: 1)\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "150fe1d0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure(figsize=(10, 8.5))\n", + "gs = fig.add_gridspec(2, 2, width_ratios=[4, 1.2], height_ratios=[1.2, 4],\n", + " left=0.10, right=0.80, bottom=0.10, top=0.90,\n", + " wspace=0.06, hspace=0.06)\n", + "\n", + "ax_main = fig.add_subplot(gs[1, 0])\n", + "ax_top = fig.add_subplot(gs[0, 0], sharex=ax_main)\n", + "ax_right = fig.add_subplot(gs[1, 1], sharey=ax_main)\n", + "\n", + "# Main 2D Contour Plot of Wigner Function\n", + "contour = ax_main.contourf(X, P, W_ground, levels=50, cmap='coolwarm')\n", + "ax_main.contour(X, P, W_ground, levels=10, colors='black', alpha=0.3, linewidths=0.5)\n", + "ax_main.set_xlabel(r'Position quadrature $x$', fontsize=12)\n", + "ax_main.set_ylabel(r'Momentum quadrature $p$', fontsize=12)\n", + "ax_main.set_aspect('equal')\n", + "ax_main.grid(True, linestyle='--', alpha=0.5)\n", + "\n", + "# Top Marginal Distribution P(x)\n", + "Px = np.trapezoid(W_ground, x=p, axis=0) # Marginalizing over p\n", + "ax_top.plot(x, Px, color='#1f77b4', lw=2, label=r'$P(x) = \\int W(x,p) dp$')\n", + "ax_top.fill_between(x, Px, alpha=0.3, color='#1f77b4')\n", + "ax_top.set_ylabel(r'$P(x)$', fontsize=11)\n", + "ax_top.legend(loc='upper right', frameon=True)\n", + "plt.setp(ax_top.get_xticklabels(), visible=False)\n", + "ax_top.grid(True, linestyle='--', alpha=0.5)\n", + "\n", + "# Right Marginal Distribution P(p)\n", + "Pp = np.trapezoid(W_ground, x=x, axis=1) # Marginalizing over x\n", + "ax_right.plot(Pp, p, color='#ff7f0e', lw=2, label=r'$P(p) = \\int W(x,p) dx$')\n", + "ax_right.fill_betweenx(p, Pp, alpha=0.3, color='#ff7f0e')\n", + "ax_right.set_xlabel(r'$P(p)$', fontsize=11)\n", + "ax_right.legend(loc='upper right', bbox_to_anchor=(1.05, 1.0), frameon=True)\n", + "plt.setp(ax_right.get_yticklabels(), visible=False)\n", + "ax_right.grid(True, linestyle='--', alpha=0.5)\n", + "\n", + "fig.suptitle(r'Phase Space Wigner Distribution $W_0(x, p)$ of Ground State $|0\\rangle$', fontsize=14, y=0.96, fontweight='bold')\n", + "\n", + "cbar_ax = fig.add_axes([0.87, 0.10, 0.03, 0.62])\n", + "cbar = fig.colorbar(contour, cax=cbar_ax)\n", + "cbar.set_label(r'$W(x, p)$', fontsize=12)\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3e1a60e3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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For squeezing angle $\\theta = 0$, it is given by:\n", + "\n", + "$$ W_{|\\xi\\rangle_2}(x_A, p_A, x_B, p_B) = W_{|\\xi\\rangle_1}(x_+, p_+) \\, W_{|\\xi\\rangle_1}(p_-, -x_-) \\tag{3.119} $$\n", + "\n", + "where the normal mode coordinates are defined as:\n", + "$$ x_\\pm = \\frac{x_A \\pm x_B}{\\sqrt{2}}, \\qquad p_\\pm = \\frac{p_A \\pm p_B}{\\sqrt{2}} $$\n", + "\n", + "We can also the position and momentum marginals using these equations:\n", + "1. Position marginal: \n", + "$$W_{|\\xi\\rangle_2}(x_A, x_B) = \\iint_{-\\infty}^{\\infty} W_{|\\xi\\rangle_2}(x_A, p_A, x_B, p_B) \\, dp_A \\, dp_B$$\n", + "2. Momentum marginal: \n", + "$$W_{|\\xi\\rangle_2}(p_A, p_B) = \\iint_{-\\infty}^{\\infty} W_{|\\xi\\rangle_2}(x_A, p_A, x_B, p_B) \\, dx_A \\, dx_B$$\n", + "\n", + "We use Sympy to calculate these below.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "cb34a4d7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SymPy Symbolic Integration Results:\n" + ] + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{1. Single-Mode Wigner (Eq. 3.104): } W_{|\\xi\\rangle1}(x, p) = \\frac{e^{- \\left(p \\sin{\\left(\\frac{\\theta}{2} \\right)} + x \\cos{\\left(\\frac{\\theta}{2} \\right)}\\right)^{2} e^{2 r} - \\left(p \\cos{\\left(\\frac{\\theta}{2} \\right)} - x \\sin{\\left(\\frac{\\theta}{2} \\right)}\\right)^{2} e^{- 2 r}}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{2. Two-Mode Wigner at } \\theta=0 \\text{ (Eq. 3.119): } W_{|\\xi\\rangle2}(x_A, p_A, x_B, p_B) = \\frac{e^{- \\frac{\\left(p_{A} - p_{B}\\right)^{2} e^{2 r}}{2} - \\frac{\\left(x_{A} - x_{B}\\right)^{2} e^{- 2 r}}{2}} e^{- \\frac{\\left(p_{A} + p_{B}\\right)^{2} e^{- 2 r}}{2} - \\frac{\\left(x_{A} + x_{B}\\right)^{2} e^{2 r}}{2}}}{\\pi^{2}}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{3. Position Marginal Integral: } W_{|\\xi\\rangle2}(x_A, x_B) = \\int_{-\\infty}^{\\infty}\\int_{-\\infty}^{\\infty} W_2 \\, dp_A dp_B = \\frac{e^{r + \\frac{\\left(- 2 r e^{2 r} - x_{A}^{2} + 2 x_{A} x_{B} - x_{B}^{2} - \\left(x_{A}^{2} + 2 x_{A} x_{B} + x_{B}^{2}\\right) e^{4 r}\\right) e^{- 2 r}}{2}}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/latex": [ + "$\\displaystyle \\text{4. Momentum Marginal Integral: } W_{|\\xi\\rangle2}(p_A, p_B) = \\int_{-\\infty}^{\\infty}\\int_{-\\infty}^{\\infty} W_2 \\, dx_A dx_B = \\frac{e^{- 2 r + \\frac{\\left(- p_{A}^{2} - 2 p_{A} p_{B} - p_{B}^{2} + \\left(- p_{A}^{2} e^{2 r} + 2 p_{A} p_{B} e^{2 r} - p_{B}^{2} e^{2 r} + 4 r\\right) e^{2 r}\\right) e^{- 2 r}}{2}}}{\\pi}$" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x_sym, p_sym, theta = sp.symbols('x p theta', real=True)\n", + "xA, pA, xB, pB = sp.symbols('x_A p_A x_B p_B', real=True)\n", + "r_pos = sp.Symbol('r', real=True, positive=True)\n", + "\n", + "# Single-mode squeezed Wigner function W1(x, p)\n", + "W1 = (1 / sp.pi) * sp.exp(\n", + " -sp.exp(2 * r_pos) * (x_sym * sp.cos(theta / 2) + p_sym * sp.sin(theta / 2)) ** 2\n", + " - sp.exp(-2 * r_pos) * (p_sym * sp.cos(theta / 2) - x_sym * sp.sin(theta / 2)) ** 2\n", + ")\n", + "\n", + "W1_th0 = W1.subs(theta, 0)\n", + "\n", + "x_plus = (xA + xB) / sp.sqrt(2)\n", + "x_minus = (xA - xB) / sp.sqrt(2)\n", + "p_plus = (pA + pB) / sp.sqrt(2)\n", + "p_minus = (pA - pB) / sp.sqrt(2)\n", + "\n", + "# Construction of Two-Mode Wigner W2(xA, pA, xB, pB)\n", + "W2 = W1_th0.subs({x_sym: x_plus, p_sym: p_plus}) * W1_th0.subs({x_sym: p_minus, p_sym: -x_minus})\n", + "\n", + "P_xAxB_sym = sp.simplify(sp.integrate(W2, (pA, -sp.oo, sp.oo), (pB, -sp.oo, sp.oo)))\n", + "\n", + "P_pApB_sym = sp.simplify(sp.integrate(W2, (xA, -sp.oo, sp.oo), (xB, -sp.oo, sp.oo)))\n", + "\n", + "print(\"SymPy Symbolic Integration Results:\")\n", + "display(Math(r'\\text{1. Single-Mode Wigner (Eq. 3.104): } W_{|\\xi\\rangle1}(x, p) = ' + sp.latex(W1)))\n", + "display(Math(r'\\text{2. Two-Mode Wigner at } \\theta=0 \\text{ (Eq. 3.119): } W_{|\\xi\\rangle2}(x_A, p_A, x_B, p_B) = ' + sp.latex(W2)))\n", + "display(Math(r'\\text{3. Position Marginal Integral: } W_{|\\xi\\rangle2}(x_A, x_B) = \\int_{-\\infty}^{\\infty}\\int_{-\\infty}^{\\infty} W_2 \\, dp_A dp_B = ' + sp.latex(P_xAxB_sym)))\n", + "display(Math(r'\\text{4. Momentum Marginal Integral: } W_{|\\xi\\rangle2}(p_A, p_B) = \\int_{-\\infty}^{\\infty}\\int_{-\\infty}^{\\infty} W_2 \\, dx_A dx_B = ' + sp.latex(P_pApB_sym)))\n" + ] + }, + { + "cell_type": "markdown", + "id": "73806f3d", + "metadata": {}, + "source": [ + "### Visualization of marginals\n", + "We now take these equations and like before use lambdify to convert them into something numerical and visualize them. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "41567c71", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
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