classification dans les images.ipynb 5.8 MB
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   "cell_type": "code",
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   "execution_count": 2,
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    "%matplotlib notebook\n",
    "# makes nicer graphics (maybe) if want to export notebook to pdf\n",
    "%config InlineBackend.figure_formats = {'png', 'retina'} \n",
    "from skimage import data, filters, io\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.cm as cm\n",
    "import numpy as np\n",
    "import scipy.stats as stats\n",
    "import math\n"
   ]
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  {
   "cell_type": "markdown",
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   "source": [
    "## Preliminaire : le code vectorisé  "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Dans cette petite manipulation préliminaire python, on examine deux façons d'écrire un algorithme de seuillage d'image. L'opération sur l'image considérée ici est un exemple simple quelconque, le sujet est la ** vectorisation de code **."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "* Que fait le code ci-dessous ?\n",
    "* Quelle fonction de seuillage est plus facile à lire ?\n",
    "* Laquelle est plus facile à maintenir ?\n",
    "* Quel est le rapport (ratio) des temps d'execution entre les deux procédés ? (expliquer les raisons techniques)\n",
    "\n",
    "Le même principe s'applique pour des programmes en R, en Matlab, en Julia (un langage/environnement qui ressemble à python mais se donne pour objectif d'être rapide à l'execution comme du C http://julialang.org), même si ce dernier se donne pour objectif d'être aussi rapide pour l'écriture \"déroulée\" du code - car tous les algorithmes ne peuvent pas se vectoriser."
   ]
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      "224 ms ± 5.78 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "11.3 µs ± 714 ns per loop (mean ± std. dev. of 7 runs, 100000 loops each)\n"
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       "        break;\n",
       "    case 1:\n",
       "        cursor = 'default';\n",
       "        break;\n",
       "    case 2:\n",
       "        cursor = 'crosshair';\n",
       "        break;\n",
       "    case 3:\n",
       "        cursor = 'move';\n",
       "        break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_message = function(fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message(\"ack\", {});\n",
       "}\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function(fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            /* FIXME: We get \"Resource interpreted as Image but\n",
       "             * transferred with MIME type text/plain:\" errors on\n",
       "             * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "             * to be part of the websocket stream */\n",
       "            evt.data.type = \"image/png\";\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src);\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig[\"handle_\" + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function(e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e)\n",
       "        e = window.event;\n",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\n",
       "\n",
       "    return {\"x\": x, \"y\": y};\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function(event, name) {\n",
       "    var canvas_pos = mpl.findpos(event)\n",
       "\n",
       "    if (name === 'button_press')\n",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * mpl.ratio;\n",
       "    var y = canvas_pos.y * mpl.ratio;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.key_event = function(event, name) {\n",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
       "    if (name == 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message(\"toolbar_button\", {name: name});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
618
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
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       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.close = function() {\n",
       "        comm.close()\n",
       "    };\n",
       "    ws.send = function(m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function(msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
638
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
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       "        ws.onmessage(msg['content']['data'])\n",
       "    });\n",
       "    return ws;\n",
       "}\n",
       "\n",
       "mpl.mpl_figure_comm = function(comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element.get(0);\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error(\"Failed to find cell for figure\", id, fig);\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    var width = fig.canvas.width/mpl.ratio\n",
       "    fig.root.unbind('remove')\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable()\n",
       "    $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
       "    fig.close_ws(fig, msg);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.close_ws = function(fig, msg){\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width/mpl.ratio\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message(\"ack\", {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items){\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('tabindex', 0)\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager)\n",
       "        manager = IPython.keyboard_manager;\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which == 13) {\n",
       "        this.canvas_div.blur();\n",
       "        event.shiftKey = false;\n",
       "        // Send a \"J\" for go to next cell\n",
       "        event.which = 74;\n",
       "        event.keyCode = 74;\n",
       "        manager.command_mode();\n",
       "        manager.handle_keydown(event);\n",
       "    }\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.find_output_cell = function(html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i=0; i<ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code'){\n",
       "            for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] == html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel != null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
844
       "<img 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width=\"1100\">"
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      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
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       "<matplotlib.image.AxesImage at 0x117502860>"
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      ]
     },
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     "execution_count": 3,
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     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "image = data.coins() # Une image avec des pieces de monnaie, fournie dans la librairie python\n",
    "image_seuillee = np.copy(image)\n",
    "\n",
    "nb_lignes, nb_colonnes = image.shape\n",
    "\n",
    "seuil=145\n",
    "\n",
    "def seuillage_lent(image): # La fonction naïve \n",
    "    for i in range(nb_lignes):\n",
    "        for j in range(nb_colonnes):\n",
    "            if image[i,j]>seuil:\n",
    "                image_seuillee[i,j]=255\n",
    "            else:\n",
    "                image_seuillee[i,j]=0\n",
    "    return(image_seuillee)\n",
    "\n",
    "def seuillage_rapide(image): # La fonction moins naïve\n",
    "    image_seuillee = image>seuil\n",
    "    return(image_seuillee)\n",
    "\n",
    "%timeit image_seuillee = seuillage_lent(image)\n",
    "%timeit image_seuillee = seuillage_rapide(image)\n",
    "\n",
    "plt.figure(figsize=(11,5))\n",
    "plt.subplot(1,2,1)\n",
    "plt.imshow(image, cmap = cm.Greys_r)\n",
    "plt.subplot(1,2,2)\n",
    "plt.imshow(image_seuillee, cmap = cm.Greys_r)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Détection de contours"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Cette section examine une manière simple de détecter des contours dans des images. Les contours peuvent ensuite servir à reconnaître l'objet selon sa forme, ou de point de vue 3D de la caméra sur cet objet, ou encore à faire un suivi de cet objet dans une séquence d'images.\n",
    "\n",
    "On va utiliser la convolution de l'image avec des filtres de Sobel (deux filtres : un horizontal et un vertical) pour détecter la présence de contours. \n",
    "* Trouver sur internet les valeurs de ces filtres de Sobel : expliquer les signes de valeurs numériques, les directionalités de ces filtres\n",
    "* La convolution de l'image avec ces filtres aboutit-elle directement à une décision (binaire) par pixel ?\n",
    "* Vérifier sur l'experience ci-dessous que les contours horizontaux et verticaux sont bien détectés selon le filtre employé.\n",
    "* Comment combine t-on dans le code les résultats des détections horizontale et verticale ? (on pourrait procéder différemment)\n",
    "* La détection d'un contour en un pixel dépend t-elle de ce qui est décidé aux pixels voisins ? Est-ce le procédé qui semble le plus intéressant pour obtenir des détections de contours fiables ? Le résultat de la détection de contour par la méthode de Canny est fourni en bas à droite."
   ]
  },
  {
   "cell_type": "code",
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   "metadata": {
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       "        alert('Your browser does not have WebSocket support.' +\n",
       "              'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "              'Firefox 4 and 5 are also supported but you ' +\n",
       "              'have to enable WebSockets in about:config.');\n",
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       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
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