From 6d9ba0b2fcb3f3a150157023740ec8647606aa19 Mon Sep 17 00:00:00 2001 From: ZhilinChen02 Date: Sat, 8 Aug 2026 12:40:13 +0200 Subject: [PATCH] Added my notebook --- .../cv_tutorial_zhilin_chen.ipynb | 18042 ++++++++++++++++ 1 file changed, 18042 insertions(+) create mode 100644 exercises/cv_submissions/cv_tutorial_zhilin_chen.ipynb diff --git a/exercises/cv_submissions/cv_tutorial_zhilin_chen.ipynb b/exercises/cv_submissions/cv_tutorial_zhilin_chen.ipynb new file mode 100644 index 0000000..e65df25 --- /dev/null +++ b/exercises/cv_submissions/cv_tutorial_zhilin_chen.ipynb @@ -0,0 +1,18042 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f0dd1e47", + "metadata": {}, + "source": [ + "## 1. Starting from the harmonic oscillator\n", + "\n", + "For one bosonic mode, the number (Fock) states are\n", + "\n", + "$$\n", + "|0\\rangle,\\ |1\\rangle,\\ |2\\rangle,\\ldots\n", + "$$\n", + "\n", + "and the ladder operators satisfy\n", + "\n", + "$$\n", + "[\\hat a,\\hat a^\\dagger]=1.\n", + "$$\n", + "\n", + "Following Brask's convention, with $\\hbar=1$, the two quadratures are\n", + "\n", + "$$\n", + "\\hat x=\\frac{\\hat a+\\hat a^\\dagger}{\\sqrt 2},\n", + "\\qquad\n", + "\\hat p=\\frac{\\hat a-\\hat a^\\dagger}{i\\sqrt 2},\n", + "$$\n", + "\n", + "so that\n", + "\n", + "$$\n", + "[\\hat x,\\hat p]=i.\n", + "$$\n", + "\n", + "The rest of the notebook uses $x$ and $p$ as the two axes of phase space." + ] + }, + { + "cell_type": "code", + "id": "3fc1e0b3", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:50.587632Z", + "iopub.status.busy": "2026-08-07T11:42:50.587424Z", + "iopub.status.idle": "2026-08-07T11:42:52.479234Z", + "shell.execute_reply": "2026-08-07T11:42:52.478498Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:47:49.338126882Z", + "start_time": "2026-08-08T09:47:49.289156879Z" + } + }, + "source": [ + "import os\n", + "import tempfile\n", + "os.environ.setdefault(\n", + " \"MPLCONFIGDIR\",\n", + " os.path.join(tempfile.gettempdir(), \"matplotlib-cache\")\n", + ")\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from scipy.special import eval_hermite, eval_laguerre, factorial\n", + "from matplotlib.colors import TwoSlopeNorm\n", + "\n", + "plt.rcParams.update({\n", + " \"figure.dpi\": 120,\n", + " \"axes.titlesize\": 11,\n", + " \"axes.labelsize\": 10,\n", + " \"font.size\": 10,\n", + "})" + ], + "outputs": [], + "execution_count": 17 + }, + { + "cell_type": "markdown", + "id": "44a3eb09", + "metadata": {}, + "source": [ + "### A quick look at the wavefunctions\n", + "\n", + "The position-space wavefunction of the $n$-th harmonic-oscillator eigenstate is\n", + "\n", + "$$\n", + "\\psi_n(x)=\n", + "\\frac{H_n(x)e^{-x^2/2}}\n", + "{\\pi^{1/4}\\sqrt{2^n n!}}.\n", + "$$\n", + "\n", + "I picked $n=0,1,2,12$. The first three show the low-energy pattern, while $n=12$ makes the increasing number of oscillations obvious." + ] + }, + { + "cell_type": "code", + "id": "dcf48076", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:52.480896Z", + "iopub.status.busy": "2026-08-07T11:42:52.480686Z", + "iopub.status.idle": "2026-08-07T11:42:53.022544Z", + "shell.execute_reply": "2026-08-07T11:42:53.021888Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:47:52.834648790Z", + "start_time": "2026-08-08T09:47:52.380233137Z" + } + }, + "source": [ + "x = np.linspace(-6, 6, 1200)\n", + "n_values = [0, 1, 2, 12]\n", + "\n", + "fig, axes = plt.subplots(2, 2, figsize=(9, 6), sharex=True, sharey=True)\n", + "\n", + "for ax, n in zip(axes.flat, n_values):\n", + " norm = 1 / (np.pi**0.25 * np.sqrt((2**n) * factorial(n)))\n", + " psi = norm * eval_hermite(n, x) * np.exp(-x**2 / 2)\n", + "\n", + " ax.plot(x, psi, linewidth=1.8)\n", + " ax.axhline(0, linewidth=0.7, color=\"0.5\")\n", + " ax.set_title(rf\"$n={n}$\")\n", + " ax.set_xlim(-6, 6)\n", + " ax.set_ylim(-0.8, 0.8)\n", + " ax.spines[\"top\"].set_visible(False)\n", + " ax.spines[\"right\"].set_visible(False)\n", + "\n", + "for ax in axes[-1, :]:\n", + " ax.set_xlabel(r\"$x$\")\n", + "for ax in axes[:, 0]:\n", + " ax.set_ylabel(r\"$\\psi_n(x)$\")\n", + "\n", + "fig.suptitle(\"Harmonic-oscillator eigenstates\")\n", + "plt.show()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 18 + }, + { + "cell_type": "markdown", + "id": "d392858d", + "metadata": {}, + "source": [ + "The $n$-th eigenstate has $n$ nodes. In that sense $n=12$ is not a new kind of state; it is just a much more oscillatory number state.\n", + "\n", + "For the rest of the notebook I switch to a representation that is especially useful for continuous variables: the Wigner function." + ] + }, + { + "cell_type": "markdown", + "id": "663b5336", + "metadata": {}, + "source": [ + "## 2. Reading a Wigner plot\n", + "\n", + "A Wigner function $W(x,p)$ represents a quantum state in phase space. It is not an ordinary joint probability distribution (it can be negative), but it gives a useful picture of where the state sits and how it is spread over the two quadratures.\n", + "\n", + "For a one-mode **Gaussian state**, Brask writes the Wigner function in terms of a displacement vector\n", + "\n", + "$$\n", + "\\bar{\\mathbf r}=\n", + "\\begin{pmatrix}\n", + "\\langle \\hat x\\rangle\\\\\n", + "\\langle \\hat p\\rangle\n", + "\\end{pmatrix}\n", + "$$\n", + "\n", + "and a covariance matrix $\\sigma$:\n", + "\n", + "$$\n", + "W(\\mathbf r)=\n", + "\\frac{1}{2\\pi\\sqrt{\\det\\sigma}}\n", + "\\exp\\left[\n", + "-\\frac12\n", + "(\\mathbf r-\\bar{\\mathbf r})^T\n", + "\\sigma^{-1}\n", + "(\\mathbf r-\\bar{\\mathbf r})\n", + "\\right].\n", + "$$\n", + "\n", + "The useful way to read this is simple: $\\bar{\\mathbf r}$ sets the **centre**, while $\\sigma$ sets the **width, shape and orientation**." + ] + }, + { + "cell_type": "code", + "id": "06c49d9d", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:53.024598Z", + "iopub.status.busy": "2026-08-07T11:42:53.024440Z", + "iopub.status.idle": "2026-08-07T11:42:53.032749Z", + "shell.execute_reply": "2026-08-07T11:42:53.032051Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:48:46.190684611Z", + "start_time": "2026-08-08T09:48:46.135779633Z" + } + }, + "source": [ + "grid = np.linspace(-5, 5, 301)\n", + "X, P = np.meshgrid(grid, grid)\n", + "\n", + "def gaussian_wigner(mean, cov):\n", + " mean = np.asarray(mean, dtype=float)\n", + " cov = np.asarray(cov, dtype=float)\n", + "\n", + " dx = X - mean[0]\n", + " dp = P - mean[1]\n", + " inv = np.linalg.inv(cov)\n", + "\n", + " q = (\n", + " inv[0, 0] * dx**2\n", + " + 2 * inv[0, 1] * dx * dp\n", + " + inv[1, 1] * dp**2\n", + " )\n", + "\n", + " return np.exp(-0.5 * q) / (2 * np.pi * np.sqrt(np.linalg.det(cov)))\n", + "\n", + "def coherent_parameters(alpha):\n", + " mean = np.sqrt(2) * np.array([np.real(alpha), np.imag(alpha)])\n", + " cov = 0.5 * np.eye(2)\n", + " return mean, cov\n", + "\n", + "def thermal_parameters(nbar):\n", + " return np.zeros(2), (nbar + 0.5) * np.eye(2)\n", + "\n", + "def squeezed_parameters(r):\n", + " return np.zeros(2), 0.5 * np.diag([np.exp(-2*r), np.exp(2*r)])" + ], + "outputs": [], + "execution_count": 19 + }, + { + "cell_type": "markdown", + "id": "ec80093d", + "metadata": {}, + "source": [ + "## 3. Three ways to change the vacuum\n", + "\n", + "The vacuum is the oscillator ground state, $|0\\rangle$. Its covariance matrix is\n", + "\n", + "$$\n", + "\\sigma_{\\rm vac}=\\frac12 I,\n", + "\\qquad\n", + "\\bar{\\mathbf r}=0.\n", + "$$\n", + "\n", + "It is worth noticing that “vacuum” does **not** mean a point at the origin. The state still has a finite spread because the two quadratures cannot both have zero uncertainty.\n", + "\n", + "The next figure starts from this same circular vacuum distribution and changes one thing at a time:\n", + "\n", + "- a coherent state **moves** it;\n", + "- a thermal state **broadens** it;\n", + "- a squeezed vacuum **reshapes** it." + ] + }, + { + "cell_type": "code", + "id": "ca7b6389", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:53.035360Z", + "iopub.status.busy": "2026-08-07T11:42:53.035223Z", + "iopub.status.idle": "2026-08-07T11:42:53.670401Z", + "shell.execute_reply": "2026-08-07T11:42:53.669740Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:48:55.320188115Z", + "start_time": "2026-08-08T09:48:54.221615423Z" + } + }, + "source": [ + "fig, axes = plt.subplots(3, 3, figsize=(9.2, 9.0), sharex=True, sharey=True)\n", + "\n", + "coherent_cases = [\n", + " (0, r\"$\\alpha=0$\"),\n", + " (1.2, r\"$\\alpha=1.2$\"),\n", + " (1.2 + 0.8j, r\"$\\alpha=1.2+0.8i$\")\n", + "]\n", + "\n", + "thermal_cases = [\n", + " (0, r\"$\\bar n=0$\"),\n", + " (0.8, r\"$\\bar n=0.8$\"),\n", + " (2.0, r\"$\\bar n=2$\")\n", + "]\n", + "\n", + "squeezed_cases = [\n", + " (0, r\"$r=0$\"),\n", + " (0.4, r\"$r=0.4$\"),\n", + " (0.8, r\"$r=0.8$\")\n", + "]\n", + "\n", + "vmax = 1 / np.pi\n", + "\n", + "for j, (alpha, title) in enumerate(coherent_cases):\n", + " mean, cov = coherent_parameters(alpha)\n", + " W = gaussian_wigner(mean, cov)\n", + " im = axes[0, j].imshow(\n", + " W, origin=\"lower\", extent=[-5, 5, -5, 5],\n", + " vmin=0, vmax=vmax, cmap=\"magma\", aspect=\"equal\"\n", + " )\n", + " axes[0, j].set_title(title)\n", + "\n", + "for j, (nbar, title) in enumerate(thermal_cases):\n", + " mean, cov = thermal_parameters(nbar)\n", + " W = gaussian_wigner(mean, cov)\n", + " axes[1, j].imshow(\n", + " W, origin=\"lower\", extent=[-5, 5, -5, 5],\n", + " vmin=0, vmax=vmax, cmap=\"magma\", aspect=\"equal\"\n", + " )\n", + " axes[1, j].set_title(title)\n", + "\n", + "for j, (r, title) in enumerate(squeezed_cases):\n", + " mean, cov = squeezed_parameters(r)\n", + " W = gaussian_wigner(mean, cov)\n", + " axes[2, j].imshow(\n", + " W, origin=\"lower\", extent=[-5, 5, -5, 5],\n", + " vmin=0, vmax=vmax, cmap=\"magma\", aspect=\"equal\"\n", + " )\n", + " axes[2, j].set_title(title)\n", + "\n", + "row_labels = [\"coherent\", \"thermal\", \"squeezed vacuum\"]\n", + "for i, label in enumerate(row_labels):\n", + " axes[i, 0].set_ylabel(f\"{label}\\n$p$\")\n", + "\n", + "for ax in axes[-1, :]:\n", + " ax.set_xlabel(r\"$x$\")\n", + "\n", + "for ax in axes.flat:\n", + " ax.set_xlim(-5, 5)\n", + " ax.set_ylim(-5, 5)\n", + "\n", + "cbar = fig.colorbar(im, ax=axes, shrink=0.78, pad=0.02)\n", + "cbar.set_label(r\"$W(x,p)$\")\n", + "fig.suptitle(\"Gaussian states: move, broaden, squeeze\", y=0.99)\n", + "\n", + "plt.show()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 20 + }, + { + "cell_type": "markdown", + "id": "6590b4a9", + "metadata": {}, + "source": [ + "The first row keeps the width fixed and changes the centre. This is why a coherent state can be viewed as a displaced vacuum.\n", + "\n", + "The second row keeps the centre at zero and increases both variances. The thermal state stays circular but becomes wider.\n", + "\n", + "The third row does something different: one quadrature becomes narrower while the other becomes wider. The area does not simply collapse; the uncertainty is redistributed." + ] + }, + { + "cell_type": "markdown", + "id": "e96300f2", + "metadata": {}, + "source": [ + "## 4. The photon-number picture\n", + "\n", + "The same states can look quite different in the Fock basis. For a pure state,\n", + "\n", + "$$\n", + "p(n)=|\\langle n|\\psi\\rangle|^2.\n", + "$$\n", + "\n", + "Below I compare four examples. The Fock state is concentrated at one photon number. A coherent state has a Poisson distribution, a thermal state has a broad decaying distribution, and a squeezed vacuum has support only on even photon numbers." + ] + }, + { + "cell_type": "code", + "id": "a13509f8", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:53.671796Z", + "iopub.status.busy": "2026-08-07T11:42:53.671655Z", + "iopub.status.idle": "2026-08-07T11:42:53.946553Z", + "shell.execute_reply": "2026-08-07T11:42:53.945745Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:49:10.984364180Z", + "start_time": "2026-08-08T09:49:10.282518434Z" + } + }, + "source": [ + "n = np.arange(0, 21)\n", + "\n", + "p_fock = np.zeros_like(n, dtype=float)\n", + "p_fock[2] = 1.0\n", + "\n", + "alpha = 2.0\n", + "p_coherent = np.exp(-abs(alpha)**2) * abs(alpha)**(2*n) / factorial(n)\n", + "\n", + "nbar = 2.0\n", + "p_thermal = (nbar**n) / ((nbar + 1)**(n + 1))\n", + "\n", + "r = 0.8\n", + "p_squeezed = np.zeros_like(n, dtype=float)\n", + "for k in range(0, 11):\n", + " nn = 2 * k\n", + " p_squeezed[nn] = (\n", + " factorial(2*k)\n", + " / (2**(2*k) * factorial(k)**2)\n", + " * np.tanh(r)**(2*k)\n", + " / np.cosh(r)\n", + " )\n", + "\n", + "fig, axes = plt.subplots(2, 2, figsize=(9, 6), sharex=True)\n", + "\n", + "cases = [\n", + " (p_fock, r\"Fock state $|2\\rangle$\"),\n", + " (p_coherent, r\"coherent, $\\alpha=2$\"),\n", + " (p_thermal, r\"thermal, $\\bar n=2$\"),\n", + " (p_squeezed, r\"squeezed vacuum, $r=0.8$\")\n", + "]\n", + "\n", + "for ax, (p, title) in zip(axes.flat, cases):\n", + " ax.bar(n, p, width=0.82)\n", + " ax.set_title(title)\n", + " ax.set_xlim(-0.5, 20.5)\n", + " ax.set_ylim(0, 1.05)\n", + " ax.grid(axis=\"y\", alpha=0.2)\n", + " ax.spines[\"top\"].set_visible(False)\n", + " ax.spines[\"right\"].set_visible(False)\n", + "\n", + "for ax in axes[-1, :]:\n", + " ax.set_xlabel(\"photon number $n$\")\n", + "for ax in axes[:, 0]:\n", + " ax.set_ylabel(\"$p(n)$\")\n", + "\n", + "fig.suptitle(\"Photon-number distributions\")\n", + "plt.show()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 21 + }, + { + "cell_type": "markdown", + "id": "3a109fff", + "metadata": {}, + "source": [ + "I find this comparison useful because “Gaussian state” refers to the phase-space Gaussianity, not to a Gaussian-looking photon-number histogram. For example, the squeezed vacuum is Gaussian in phase space even though its photon-number distribution has zeros at every odd $n$." + ] + }, + { + "cell_type": "markdown", + "id": "c215e7f3", + "metadata": {}, + "source": [ + "## 5. Beyond Gaussian states: Fock states\n", + "\n", + "Brask's note is mainly about Gaussian states. The course exercise also asks us to look beyond Gaussianity, so here I use the standard Wigner function of a number state,\n", + "\n", + "$$\n", + "W_n(x,p)=\n", + "\\frac{(-1)^n}{\\pi}\n", + "e^{-(x^2+p^2)}\n", + "L_n\\!\\left(2(x^2+p^2)\\right),\n", + "$$\n", + "\n", + "where $L_n$ is a Laguerre polynomial.\n", + "\n", + "The vacuum $|0\\rangle$ is a useful boundary case: it is a Fock state **and** a Gaussian state. The excited number states below are non-Gaussian." + ] + }, + { + "cell_type": "code", + "id": "21b770bf", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:53.947855Z", + "iopub.status.busy": "2026-08-07T11:42:53.947713Z", + "iopub.status.idle": "2026-08-07T11:42:54.368826Z", + "shell.execute_reply": "2026-08-07T11:42:54.368152Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:49:50.640650197Z", + "start_time": "2026-08-08T09:49:49.874922838Z" + } + }, + "source": [ + "def fock_wigner(n):\n", + " r2 = X**2 + P**2\n", + " return ((-1)**n / np.pi) * np.exp(-r2) * eval_laguerre(n, 2*r2)\n", + "\n", + "fock_numbers = [0, 1, 2, 12]\n", + "fig, axes = plt.subplots(2, 2, figsize=(8.4, 7.2), sharex=True, sharey=True)\n", + "\n", + "limit = 1 / np.pi\n", + "norm = TwoSlopeNorm(vmin=-limit, vcenter=0, vmax=limit)\n", + "\n", + "for ax, n_state in zip(axes.flat, fock_numbers):\n", + " W = fock_wigner(n_state)\n", + " im = ax.imshow(\n", + " W, origin=\"lower\", extent=[-5, 5, -5, 5],\n", + " cmap=\"RdBu_r\", norm=norm, aspect=\"equal\"\n", + " )\n", + " ax.contour(X, P, W, levels=[0], colors=\"0.25\", linewidths=0.7)\n", + " ax.set_title(rf\"$|{n_state}\\rangle$\")\n", + " ax.set_xlim(-5, 5)\n", + " ax.set_ylim(-5, 5)\n", + "\n", + "for ax in axes[-1, :]:\n", + " ax.set_xlabel(r\"$x$\")\n", + "for ax in axes[:, 0]:\n", + " ax.set_ylabel(r\"$p$\")\n", + "\n", + "cbar = fig.colorbar(im, ax=axes, shrink=0.84, pad=0.03)\n", + "cbar.set_label(r\"$W(x,p)$\")\n", + "fig.suptitle(\"Wigner functions of Fock states\")\n", + "plt.show()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 22 + }, + { + "cell_type": "markdown", + "id": "20990e80", + "metadata": {}, + "source": [ + "The difference from the Gaussian plots is quite sharp. The excited Fock states develop alternating positive and negative rings, and the pattern becomes more oscillatory at larger $n$.\n", + "\n", + "The blue regions in this colour scale are negative values of the Wigner function. Wigner negativity is a common signature of nonclassical behaviour. It is a useful example here, but it should not be read as “non-Gaussian always means negative Wigner function”." + ] + }, + { + "cell_type": "markdown", + "id": "d64bf876", + "metadata": {}, + "source": [ + "## 6. A Gaussian operation: rotating a squeezed state\n", + "\n", + "Gaussian operations act directly on the displacement vector and covariance matrix. In Brask's notation,\n", + "\n", + "$$\n", + "\\sigma\\rightarrow F\\sigma F^T,\n", + "\\qquad\n", + "\\bar{\\mathbf r}\\rightarrow F\\bar{\\mathbf r}+d.\n", + "$$\n", + "\n", + "A phase-space rotation is especially easy to see if the state is squeezed: a circular vacuum would look the same after rotation, but an ellipse clearly changes orientation.\n", + "\n", + "The animation below is deliberately simple. It just rotates the covariance matrix and redraws the Wigner function." + ] + }, + { + "cell_type": "code", + "id": "6431c197", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:54.371214Z", + "iopub.status.busy": "2026-08-07T11:42:54.371066Z", + "iopub.status.idle": "2026-08-07T11:42:56.206103Z", + "shell.execute_reply": "2026-08-07T11:42:56.201871Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:50:03.701887837Z", + "start_time": "2026-08-08T09:49:59.209475474Z" + } + }, + "source": [ + "from matplotlib.animation import FuncAnimation\n", + "from IPython.display import HTML\n", + "\n", + "anim_grid = np.linspace(-4, 4, 121)\n", + "AX, AP = np.meshgrid(anim_grid, anim_grid)\n", + "\n", + "def gaussian_wigner_on_grid(mean, cov, GX, GP):\n", + " mean = np.asarray(mean, dtype=float)\n", + " inv = np.linalg.inv(cov)\n", + " dx = GX - mean[0]\n", + " dp = GP - mean[1]\n", + " q = inv[0, 0]*dx**2 + 2*inv[0, 1]*dx*dp + inv[1, 1]*dp**2\n", + " return np.exp(-0.5*q) / (2*np.pi*np.sqrt(np.linalg.det(cov)))\n", + "\n", + "r = 0.8\n", + "sigma0 = 0.5 * np.diag([np.exp(-2*r), np.exp(2*r)])\n", + "\n", + "fig, ax = plt.subplots(figsize=(5.2, 4.5))\n", + "W0 = gaussian_wigner_on_grid([0, 0], sigma0, AX, AP)\n", + "\n", + "image = ax.imshow(\n", + " W0, origin=\"lower\", extent=[-4, 4, -4, 4],\n", + " vmin=0, vmax=1/np.pi, cmap=\"magma\", aspect=\"equal\"\n", + ")\n", + "ax.set_xlabel(r\"$x$\")\n", + "ax.set_ylabel(r\"$p$\")\n", + "title = ax.set_title(\"phase shift: 0°\")\n", + "fig.colorbar(image, ax=ax, label=r\"$W(x,p)$\")\n", + "\n", + "angles = np.linspace(0, 2*np.pi, 32, endpoint=False)\n", + "\n", + "def update(phi):\n", + " R = np.array([\n", + " [np.cos(phi), np.sin(phi)],\n", + " [-np.sin(phi), np.cos(phi)]\n", + " ])\n", + " sigma = R @ sigma0 @ R.T\n", + " W = gaussian_wigner_on_grid([0, 0], sigma, AX, AP)\n", + " image.set_data(W)\n", + " title.set_text(f\"phase shift: {np.degrees(phi):.0f}°\")\n", + " return image, title\n", + "\n", + "animation = FuncAnimation(\n", + " fig, update, frames=angles, interval=90, blit=False\n", + ")\n", + "\n", + "plt.close(fig)\n", + "HTML(animation.to_jshtml())" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ], + "text/html": [ + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
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\n", + "\n", + "\n", + "\n" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 23 + }, + { + "cell_type": "markdown", + "id": "12f47fd5", + "metadata": {}, + "source": [ + "Nothing about the amount of squeezing changes during the rotation. Only the orientation changes. This is a nice geometric way of reading the matrix transformation $\\sigma\\rightarrow F\\sigma F^T$." + ] + }, + { + "cell_type": "markdown", + "id": "a7566ee1", + "metadata": {}, + "source": [ + "## 7. A practical numerical issue: the Fock-space cutoff\n", + "\n", + "The harmonic oscillator has infinitely many Fock states, but numerical calculations keep only\n", + "\n", + "$$\n", + "|0\\rangle,\\ldots,|N-1\\rangle.\n", + "$$\n", + "\n", + "That cutoff is harmless only if the omitted photon-number probability is already very small.\n", + "\n", + "For a coherent state with $\\alpha=2$, the mean photon number is $4$. The plot below shows how much probability is retained as the cutoff is increased." + ] + }, + { + "cell_type": "code", + "id": "256edc9f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-07T11:42:56.217467Z", + "iopub.status.busy": "2026-08-07T11:42:56.217296Z", + "iopub.status.idle": "2026-08-07T11:42:56.297769Z", + "shell.execute_reply": "2026-08-07T11:42:56.296837Z" + }, + "ExecuteTime": { + "end_time": "2026-08-08T09:50:03.981816411Z", + "start_time": "2026-08-08T09:50:03.767811584Z" + } + }, + "source": [ + "alpha = 2.0\n", + "n_all = np.arange(0, 60)\n", + "p_all = np.exp(-abs(alpha)**2) * abs(alpha)**(2*n_all) / factorial(n_all)\n", + "\n", + "cutoffs = np.arange(2, 26)\n", + "retained = np.array([p_all[:N].sum() for N in cutoffs])\n", + "\n", + "fig, ax = plt.subplots(figsize=(7.2, 3.8))\n", + "ax.plot(cutoffs, retained, marker=\"o\", markersize=3.5)\n", + "ax.axhline(0.99, linestyle=\"--\", color=\"0.45\", linewidth=1)\n", + "ax.text(24.5, 0.985, \"99%\", ha=\"right\", va=\"top\", color=\"0.35\")\n", + "ax.set_xlabel(\"cutoff $N$\")\n", + "ax.set_ylabel(\"retained probability\")\n", + "ax.set_ylim(0, 1.02)\n", + "ax.set_xlim(cutoffs.min(), cutoffs.max())\n", + "ax.grid(alpha=0.2)\n", + "ax.spines[\"top\"].set_visible(False)\n", + "ax.spines[\"right\"].set_visible(False)\n", + "ax.set_title(r\"Cutoff check for a coherent state, $\\alpha=2$\")\n", + "plt.show()\n", + "\n", + "first_99 = cutoffs[np.argmax(retained >= 0.99)]\n", + "print(f\"First cutoff retaining at least 99% probability: N = {first_99}\")" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "First cutoff retaining at least 99% probability: N = 10\n" + ] + } + ], + "execution_count": 24 + }, + { + "cell_type": "markdown", + "id": "698b9bb8", + "metadata": {}, + "source": [ + "For this particular coherent state, a very small cutoff loses a visible amount of probability. Once the cutoff is above the important part of the photon-number distribution, the result quickly stabilises.\n", + "\n", + "The required cutoff depends on the state, so $N$ should be checked rather than chosen blindly." + ] + } + ], + "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": "3.13.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}