TP1.ipynb 1.99 MB
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{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# TP1 : quantification, histogramme et égalisation, interpolation, couleur\n",
    "\n",
    "Dans ce TP, quelques images sont fournies, mais vous êtes fortement encouragés à récupérer et expérimenter sur d'autres images récupérées sur le web.\n",
    "\n",
    "Les TP de traitement d'images seront réalisés en Python3, à l'aide de la librairie [scikit-image](http://scikit-image.org/docs/stable/). Les tableaux utilisés  (`ndarray`) par cette librairie pour manipuler les images proviennent de la librairie [numpy](https://docs.scipy.org/doc/). L'affichage des images et autres figures est réalisé grace à [matplotlib](https://matplotlib.org/contents.html). La documentation de ces trois librairies vous sera donc bien utile.\n",
    "\n",
    "Dans ce TP, les questions seront indiquées dans un bloc **question**, et les réponses seront à donner dans le bloc **réponse**  situé en dessous du bloc de question. Vos réponses sont à rédiger en [markdown](https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet). Vous pourrez ainsi répondre non seulement avec du texte, mais aussi avec des tableaux et des images.\n",
    "\n",
    "Ce TP est à réaliser en deux séances d'1h30.\n",
    "\n",
    "## Manipulation d'image\n",
    "\n",
    "- Nous allons commencer par charger et afficher une image à l'aide du code ci-dessous."
   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 2,
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   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        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",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            if (mpl.ratio != 1) {\n",
       "                fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
       "            }\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        fig.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var backingStore = this.context.backingStorePixelRatio ||\n",
       "\tthis.context.webkitBackingStorePixelRatio ||\n",
       "\tthis.context.mozBackingStorePixelRatio ||\n",
       "\tthis.context.msBackingStorePixelRatio ||\n",
       "\tthis.context.oBackingStorePixelRatio ||\n",
       "\tthis.context.backingStorePixelRatio || 1;\n",
       "\n",
       "    mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width * mpl.ratio);\n",
       "        canvas.attr('height', height * mpl.ratio);\n",
       "        canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus () {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\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) {\n",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_message = function(type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function() {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'] / mpl.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
       "    var x1 = msg['x1'] / mpl.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0, 0, fig.canvas.width, fig.canvas.height);\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch(cursor)\n",
       "    {\n",
       "    case 0:\n",
       "        cursor = 'pointer';\n",
       "        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",
       "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",
       "\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",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        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": [
812
       "<img 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\" width=\"640\">"
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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 0x1228aab90>"
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      ]
     },
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     "execution_count": 2,
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     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%matplotlib notebook\n",
    "# la ligne précédente permet d'afficher les figures directement dans votre notebook et de pouvoir interagir avec\n",
    "\n",
    "from skimage import io # on charge le module permettant d'ouvrir des images\n",
    "import matplotlib.pyplot as plt # gestion des figures\n",
    "\n",
    "im = io.imread('talvi.jpg')\n",
    "plt.imshow(im)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- Les images sont manipulées sous forme de tableau à 2 (niveaux de gris) ou 3 dimensions (couleur). Le type python utilisé pour représenter ces tableaux est `ndarray` de la librairie numpy."
   ]
  },
  {
   "cell_type": "code",
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   "execution_count": null,
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   "metadata": {},
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   "outputs": [],
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   "source": [
    "print(\"type de données utilisé:\", type(im))\n",
    "print(\"nombre de dimensions de l'image:\",im.ndim)\n",
    "print(\"dimensions:\", im.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Question 1:** Expliquez les dimensions affichée pour l'image d'exemple."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Réponse 1:**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Question 2:** Le code suivant transforme l'image d'origine en niveau de gris. Modifiez le afin d'afficher les dimensions de la nouvelle image. Cela correspond-t-il à ce que vous attendez ? Y a-t-il une différence entre les deux méthodes utilisées ? (si oui) pourquoi ?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Réponse 2:**"
   ]
  },
  {
   "cell_type": "code",
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   "execution_count": 13,
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   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        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",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            if (mpl.ratio != 1) {\n",
       "                fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
       "            }\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        fig.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",