Dense_Associative_Memory_training.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### This code illustrates the learning algorithm for Dense Associative Memories from [Dense Associative Memory for Pattern Recognition](https://arxiv.org/abs/1606.01164) on MNIST data set.\n",
    "If you want to learn more about Dense Associative Memories, check out a [NIPS 2016 talk](https://channel9.msdn.com/Events/Neural-Information-Processing-Systems-Conference/Neural-Information-Processing-Systems-Conference-NIPS-2016/Dense-Associative-Memory-for-Pattern-Recognition) or a [research seminar](https://www.youtube.com/watch?v=lvuAU_3t134). "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This cell loads the data and normalizes it to the [-1,1] range"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import scipy.io\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "mat = scipy.io.loadmat('mnist_all.mat')\n",
    "\n",
    "N=784\n",
    "Nc=10\n",
    "Ns=60000\n",
    "NsT=10000\n",
    "\n",
    "M=np.zeros((0,N))\n",
    "Lab=np.zeros((Nc,0))\n",
    "for i in range(Nc):\n",
    "    M=np.concatenate((M, mat['train'+str(i)]), axis=0)\n",
    "    lab1=-np.ones((Nc,mat['train'+str(i)].shape[0]))\n",
    "    lab1[i,:]=1.0\n",
    "    Lab=np.concatenate((Lab,lab1), axis=1)\n",
    "M=2*M/255.0-1\n",
    "M=M.T\n",
    "\n",
    "MT=np.zeros((0,N))\n",
    "LabT=np.zeros((Nc,0))\n",
    "for i in range(Nc):\n",
    "    MT=np.concatenate((MT, mat['test'+str(i)]), axis=0)\n",
    "    lab1=-np.ones((Nc,mat['test'+str(i)].shape[0]))\n",
    "    lab1[i,:]=1.0\n",
    "    LabT=np.concatenate((LabT,lab1), axis=1)\n",
    "MT=2*MT/255.0-1\n",
    "MT=MT.T"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To draw a heatmap of the weights together with the errors on the training set (blue) and the test set (red) a helper function is created:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def draw_weights(synapses, Kx, Ky, err_tr, err_test):\n",
    "    fig.clf()\n",
    "    ax1 = fig.add_subplot(121)\n",
    "    ax2 = fig.add_subplot(122)\n",
    "    \n",
    "    plt.sca(ax1)\n",
    "    yy=0\n",
    "    HM=np.zeros((28*Kx,28*Ky))\n",
    "    for y in range(Ky):\n",
    "        for x in range(Kx):\n",
    "            HM[y*28:(y+1)*28,x*28:(x+1)*28]=synapses[yy,:].reshape(28,28)\n",
    "            yy += 1\n",
    "    nc=np.amax(np.absolute(HM))\n",
    "    im=plt.imshow(HM,cmap='bwr',vmin=-nc,vmax=nc)\n",
    "    cbar=fig.colorbar(im,ticks=[np.amin(HM), 0, np.amax(HM)])\n",
    "    plt.axis('off')\n",
    "    cbar.ax.tick_params(labelsize=30) \n",
    "    \n",
    "    plt.sca(ax2)\n",
    "    plt.ylim((0,100))\n",
    "    plt.xlim((0,len(err_tr)+1))\n",
    "    ax2.plot(np.arange(1, len(err_tr)+1, 1), err_tr, color='b', linewidth=4)\n",
    "    ax2.plot(np.arange(1, len(err_test)+1, 1), err_test, color='r',linewidth=4)\n",
    "    ax2.set_xlabel('Number of epochs', size=30)\n",
    "    ax2.set_ylabel('Training and test error, %', size=30)\n",
    "    ax2.tick_params(labelsize=30)\n",
    "\n",
    "    plt.tight_layout()\n",
    "    fig.canvas.draw()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This cell defines parameters of the algorithm: `n` - power of the rectified polynomial in [Eq 3](https://arxiv.org/abs/1606.01164); `m` - power of the loss function in [Eq 14](https://arxiv.org/abs/1606.01164); `K` - number of memories that are displayed as an `Ky` by `Kx` array by the helper function defined above; `eps0` - initial learning rate that is exponentially annealed during training with the damping parameter `f`, as explained in [Eq 12](https://arxiv.org/abs/1606.01164); `p` - momentum as defined in [Eq 13](https://arxiv.org/abs/1606.01164); `mu` - the mean of the gaussian distribution that initializes the weights; `sigma` - the standard deviation of that gaussian; `Nep` - number of epochs; `Num` - size of the training minibatch; `NumT` - size of the test minibatch; `prec` - parameter that controls numerical precision of the weight updates. Parameter `beta` that is used in [Eq 9](https://arxiv.org/abs/1606.01164) is defined as `beta=1/Temp**n`. The choice of temperatures `Temp` as well as the duration of the annealing `thresh_pret` is discussed in [Appendix A](https://arxiv.org/abs/1606.01164). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "Kx=10              # Number of memories per row on the weights plot\n",
    "Ky=10              # Number of memories per column on the weigths plot\n",
    "K=Kx*Ky            # Number of memories\n",
    "n=20               # Power of the interaction vertex in the DAM energy function\n",
    "m=30               # Power of the loss function\n",
    "eps0=4.0e-2        # Initial learning rate  \n",
    "f=0.998            # Damping parameter for the learning rate\n",
    "p=0.6              # Momentum\n",
    "Nep=300            # Number of epochs\n",
    "Temp_in=540.       # Initial temperature\n",
    "Temp_f=540.        # Final temperature\n",
    "thresh_pret=200    # Length of the temperature ramp\n",
    "Num=1000           # Size of training minibatch     \n",
    "NumT=5000          # Size of test minibatch \n",
    "mu=-0.3            # Weights initialization mean\n",
    "sigma=0.3          # Weights initialization std\n",
    "prec=1.0e-30       # Precision of weight update"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This cell defines the main code. The external loop runs over epochs `nep`, the internal loop runs over minibatches.  The weights are updated after each minibatch in a way so that the largest update is equal to the learning rate `eps` at that epoch, see [Eq 13](https://arxiv.org/abs/1606.01164). The weights are displayed by the helper function after each epoch. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
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       "}\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 overriden (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": {
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\" width=\"864\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "%matplotlib notebook\n",
    "fig=plt.figure(figsize=(12,10))\n",
    "\n",
    "KS=np.random.normal(mu, sigma, (K, N+Nc))\n",
    "VKS=np.zeros((K, N+Nc))\n",
    "\n",
    "aux=-np.ones((Nc,Num*Nc))\n",
    "for d in range(Nc):\n",
    "    aux[d,d*Num:(d+1)*Num]=1.\n",
    "\n",
    "auxT=-np.ones((Nc,NumT*Nc))\n",
    "for d in range(Nc):\n",
    "    auxT[d,d*NumT:(d+1)*NumT]=1.\n",
    "    \n",
    "err_tr=[]\n",
    "err_test=[]\n",
    "for nep in range(Nep):\n",
    "    eps=eps0*f**nep\n",
    "    # Temperature ramp\n",
    "    if nep<=thresh_pret:\n",
    "        Temp=Temp_in+(Temp_f-Temp_in)*nep/thresh_pret\n",
    "    else:\n",
    "        Temp=Temp_f\n",
    "    beta=1./Temp**n\n",
    "\n",
    "    perm=np.random.permutation(Ns)\n",
    "    M=M[:,perm]\n",
    "    Lab=Lab[:,perm]\n",
    "    num_correct = 0\n",
    "    for k in range(Ns//Num):\n",
    "        v=M[:,k*Num:(k+1)*Num]\n",
    "        t_R=Lab[:,k*Num:(k+1)*Num]\n",
    "        t=np.reshape(t_R,(1,Nc*Num))\n",
    "        \n",
    "        u=np.concatenate((v, -np.ones((Nc,Num))),axis=0)\n",
    "        uu=np.tile(u,(1,Nc))\n",
    "        vv=np.concatenate((uu[:N,:],aux),axis=0)\n",
    "                \n",
    "        KSvv=np.maximum(np.dot(KS,vv),0)\n",
    "        KSuu=np.maximum(np.dot(KS,uu),0)\n",
    "        \n",
    "        Y=np.tanh(beta*np.sum(KSvv**n-KSuu**n, axis=0))  # Forward path, Eq 9\n",
    "        Y_R=np.reshape(Y,(Nc,Num))\n",
    "        \n",
    "        #Gradients of the loss function\n",
    "        d_KS=np.dot(np.tile((t-Y)**(2*m-1)*(1-Y)*(1+Y), (K,1))*KSvv**(n-1),vv.T) - np.dot(np.tile((t-Y)**(2*m-1)*(1-Y)*(1+Y), (K,1))*KSuu**(n-1),uu.T)\n",
    "        \n",
    "        VKS=p*VKS+d_KS\n",
    "        nc=np.amax(np.absolute(VKS),axis=1).reshape(K,1)\n",
    "        nc[nc<prec]=prec\n",
    "        ncc=np.tile(nc,(1,N+Nc))\n",
    "        KS += eps*VKS/ncc\n",
    "        KS=np.clip(KS, a_min=-1., a_max=1.)\n",
    "            \n",
    "        correct=np.argmax(Y_R,axis=0)==np.argmax(t_R,axis=0)\n",
    "        num_correct += np.sum(correct)\n",
    "        \n",
    "    err_tr.append(100.*(1.0-num_correct/Ns))\n",
    "    \n",
    "    num_correct = 0\n",
    "    for k in range(NsT//NumT):\n",
    "        v=MT[:,k*NumT:(k+1)*NumT]\n",
    "        t_R=LabT[:,k*NumT:(k+1)*NumT]\n",
    "        u=np.concatenate((v, -np.ones((Nc,NumT))),axis=0)\n",
    "        uu=np.tile(u,(1,Nc))\n",
    "        vv=np.concatenate((uu[:N,:],auxT),axis=0)\n",
    "        KSvv=np.maximum(np.dot(KS,vv),0)\n",
    "        KSuu=np.maximum(np.dot(KS,uu),0)\n",
    "        Y=np.tanh(beta*np.sum(KSvv**n-KSuu**n, axis=0))  # Forward path, Eq 9\n",
    "        Y_R=np.reshape(Y,(Nc,NumT))\n",
    "        correct=np.argmax(Y_R,axis=0)==np.argmax(t_R,axis=0)\n",
    "        num_correct += np.sum(correct)\n",
    "    errr=100.*(1.0-num_correct/NsT)\n",
    "    err_test.append(errr)\n",
    "    draw_weights(KS[:,:N], Kx, Ky, err_tr, err_test)\n"
   ]
  }
 ],
 "metadata": {
  "anaconda-cloud": {},
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}