visualise_net_graph.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import math \n",
    "import sklearn.preprocessing \n",
    "import random\n",
    "import yaml\n",
    "import h5py\n",
    "import logging\n",
    "import datetime\n",
    "import os\n",
    "import time\n",
    "\n",
    "import pprint\n",
    "from tqdm import tqdm_notebook as tqdm\n",
    "\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "from torch.utils.data import Dataset, DataLoader, SequentialSampler, BatchSampler\n",
    "import torch.nn.functional as F\n",
    "\n",
    "\n",
    "from load_matlab_timedata import get_data_from\n",
    "from src.TSGenerator import f_Y, f_X, get_func_timeseries\n",
    "from src.DataLoader import TimeSeriesDataset\n",
    "from src.model_utils import init_logger, plot_shared_scale, plot_multiscale\n",
    "from src.Model import LSTM\n",
    "from src.Losses import myLoss, prognose_dy\n",
    "\n",
    "from torch.optim.lr_scheduler import ReduceLROnPlateau  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from torchviz import make_dot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'data_params': {'integration_step': 0.01,\n",
      "                 'leave_nth': 13,\n",
      "                 'mat_file': 'DC_motor_simulation/res.mat',\n",
      "                 'need_normalize': True,\n",
      "                 'test_size': 0.3,\n",
      "                 'use_part_of_data': 1.0},\n",
      " 'exp_path': 'only_batches',\n",
      " 'generator_params': {'a': 0.5, 'b': 1.0, 'f_X': 'math.sin', 'f_Y': 'math.cos'},\n",
      " 'is_debug': False,\n",
      " 'network_params': {'dtype': 'torch.float',\n",
      "                    'hidden_size': 16,\n",
      "                    'input_size': 64,\n",
      "                    'num_layers': 2,\n",
      "                    'output_dim': 3,\n",
      "                    'per_element': True,\n",
      "                    'retrospective_steps': 128},\n",
      " 'to_generate_data': False,\n",
      " 'train_params': {'auto_loss': True,\n",
      "                  'aux_loss': {'part_of_max_for_const': 0.3,\n",
      "                               'scaling_order': 5,\n",
      "                               'steady_state_threshold': 0.001},\n",
      "                  'batch_size': 1024,\n",
      "                  'core_loss': {'part_of_max_for_const': 0.2,\n",
      "                                'scaling_order': 5},\n",
      "                  'lr_scheduler': {'cooldown': 3,\n",
      "                                   'early_stop_order': -7,\n",
      "                                   'lr_drop': 0.2,\n",
      "                                   'patience': 2,\n",
      "                                   'threshold': 0.03},\n",
      "                  'num_epochs': 150,\n",
      "                  'optimizer': {'learning_rate': 0.001,\n",
      "                                'loss_fn': 'mse',\n",
      "                                'optimizer': 'adam',\n",
      "                                'reduction': 'sum',\n",
      "                                'weight_decay': 0}}}\n"
     ]
    }
   ],
   "source": [
    "plt.rcParams['figure.figsize'] = 20, 7.\n",
    "CONFIG_FILENAME = \"model_params.yaml\"\n",
    "# ! ls DC_motor_simulation\n",
    "with open(CONFIG_FILENAME, 'r') as f:\n",
    "        config = yaml.load(f, Loader=yaml.FullLoader)\n",
    "   \n",
    "pprint.pprint(config)\n",
    "\n",
    "\n",
    "p_net = config['network_params']\n",
    "\n",
    "p_train = config['train_params']\n",
    "\n",
    "p_gen = config['generator_params']\n",
    "\n",
    "p_data = config['data_params']\n",
    "need_normalize = p_data['need_normalize']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "# # If `per_element` is True, then LSTM reads in one timestep at a time.\n",
    "if  p_net['per_element']:\n",
    "    lstm_input_size = 1\n",
    "else:\n",
    "    lstm_input_size = p_net['input_size']\n",
    "    \n",
    "# if is_debug:\n",
    "#     x, y = get_func_timeseries(f_Y = f_Y, f_X = f_X, a=p_generate['a'], b=p_generate['b'])\n",
    "to_generate_data = config['to_generate_data'] \n",
    "if to_generate_data:\n",
    "    p_gen = config['generator_params']\n",
    "    print(\"Data generator params:\")\n",
    "    pprint.pprint(p_gen)\n",
    "    a = p_gen['a']\n",
    "    b = p_gen['b']\n",
    "is_debug = config['is_debug']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "128"
      ]
     },
     "execution_count": 112,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p_net['retrospective_steps']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1"
      ]
     },
     "execution_count": 119,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "lstm_input_size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "model has [22.0] params\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Adam (\n",
       "Parameter Group 0\n",
       "    amsgrad: False\n",
       "    betas: (0.9, 0.999)\n",
       "    eps: 1e-08\n",
       "    lr: 0.001\n",
       "    weight_decay: 0\n",
       ")"
      ]
     },
     "execution_count": 145,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from src.Model import LSTM\n",
    "from src.Losses import myLoss, prognose_dy  # imports here for faster rerun and debug procedure\n",
    "\n",
    "viz_batch = 1\n",
    "viz_num_layers = 1\n",
    "viz_hidden = 1\n",
    "\n",
    "p_train['batch_size'] = 1\n",
    "p_net['num_layers'] = 1\n",
    "p_net['retrospective_steps'] = 1\n",
    "model = LSTM(lstm_input_size,\n",
    "#              p_net['hidden_size'],\n",
    "             viz_hidden,\n",
    "             batch_size=p_train['batch_size'],\n",
    "             output_dim=p_net['output_dim'],\n",
    "             num_layers=p_net['num_layers'])\n",
    "\n",
    "loss_fn = myLoss\n",
    "\n",
    "# if p_train['loss_fn'] == 'mse':  \n",
    "#     loss_fn = torch.nn.MSELoss(reduction=p_train['reduction'])\n",
    "# elif p_train['loss_fn'] == 'l1':  \n",
    "#     loss_fn = torch.nn.L1Loss(reduction=p_train['reduction'])\n",
    "\n",
    "p_optim = p_train['optimizer']\n",
    "wd = p_optim['weight_decay']\n",
    "lr = p_optim['learning_rate']\n",
    "\n",
    "if p_optim['optimizer'] == \"adam\":\n",
    "    optimizer = torch.optim.Adam(model.parameters(), lr=lr, weight_decay=wd)\n",
    "\n",
    "logging.info(f\"Model n params: {model.get_num_params()}\")\n",
    "print(f\"model has [{model.get_num_params()}] params\")\n",
    "num_epochs = p_train['num_epochs']\n",
    "logging.info(\"Training process INITIALIZED\")\n",
    "optimizer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "using 1.0 of data\n",
      "X normalized, norms: [14.99712541]\n",
      "x shape (76924, 1)\n",
      "x_normalized shaoe (76924, 1)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Y normalized, norms: [0.01499693]\n",
      "input shape (76924, 1)\n",
      "input partition shape (23078, 1)\n",
      "output partition shape (23078, 1)\n",
      "stacked Y shape  (23078, 1)\n",
      "Y_tensor torch.Size([23078, 1])\n",
      "X_tensor torch.Size([1, 23076, 1])\n",
      "train set: [53719] batches\n",
      "test set: [23078] batches\n",
      "data_loading time 15.59091567993164 secs\n"
     ]
    }
   ],
   "source": [
    "# todo add time tracking for this cell\n",
    "use_part = p_data['use_part_of_data']\n",
    "print(f\"using {use_part} of data\")\n",
    "\n",
    "t_tick = time.time()\n",
    "\n",
    "test_ts_ds = TimeSeriesDataset(config=config,\n",
    "                               partition=(use_part - use_part*p_data['test_size'], use_part),                        \n",
    "                               logging=logging)\n",
    "\n",
    "print(f\"train set: [{len(train_ts_ds)}] batches\")\n",
    "print(f\"test set: [{len(test_ts_ds)}] batches\")\n",
    "\n",
    "if need_normalize:\n",
    "    config['x_norm'] = train_ts_ds.x_norms[0]\n",
    "    config['y_norm'] = train_ts_ds.y_norms[0]\n",
    "    config['x_norm']\n",
    "else:\n",
    "    config['x_norm'] = 1\n",
    "    config['y_norm'] = 1\n",
    "    config['x_norm']\n",
    "\n",
    "test_dl = DataLoader(dataset = test_ts_ds,\n",
    "                     batch_sampler = BatchSampler(\n",
    "                     sampler = SequentialSampler(test_ts_ds), \n",
    "                     batch_size = p_train['batch_size'], \n",
    "                     drop_last = True)\n",
    "                    )    \n",
    "    \n",
    "t_tock = time.time()\n",
    "dataload_time = t_tock - t_tick\n",
    "print(f\"data_loading time {dataload_time} secs\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "metadata": {},
   "outputs": [],
   "source": [
    "for d in test_dl:\n",
    "    break\n",
    "x, y, index = d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 148,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([1, 1, 1])"
      ]
     },
     "execution_count": 148,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<torch.utils.data.dataloader.DataLoader at 0x7fa98ba0be48>"
      ]
     },
     "execution_count": 149,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "test_dl"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "metadata": {},
   "outputs": [
    {
     "ename": "ModuleNotFoundError",
     "evalue": "No module named 'hiddenlayer'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-150-acf014598162>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mhiddenlayer\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mhl\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'hiddenlayer'"
     ]
    }
   ],
   "source": [
    "import hiddenlayer as hl\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 151,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "lstm.weight_ih_l0 \t\t torch.Size([4, 1])\n",
      "lstm.weight_hh_l0 \t\t torch.Size([4, 1])\n",
      "lstm.bias_ih_l0 \t\t torch.Size([4])\n",
      "lstm.bias_hh_l0 \t\t torch.Size([4])\n",
      "linear.weight \t\t torch.Size([3, 1])\n",
      "linear.bias \t\t torch.Size([3])\n"
     ]
    }
   ],
   "source": [
    "params = []\n",
    "for name, parameter in model.named_parameters():\n",
    "    print(name, '\\t\\t', parameter.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 152,
   "metadata": {},
   "outputs": [],
   "source": [
    "? make_dot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 153,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'lstm.weight_ih_l0': Parameter containing:\n",
       " tensor([[ 0.8148],\n",
       "         [ 0.8344],\n",
       "         [-0.6739],\n",
       "         [-0.7070]], requires_grad=True),\n",
       " 'lstm.weight_hh_l0': Parameter containing:\n",
       " tensor([[-0.5966],\n",
       "         [-0.9524],\n",
       "         [-0.2989],\n",
       "         [ 0.7851]], requires_grad=True),\n",
       " 'lstm.bias_ih_l0': Parameter containing:\n",
       " tensor([ 0.8165, -0.0267, -0.5282, -0.6008], requires_grad=True),\n",
       " 'lstm.bias_hh_l0': Parameter containing:\n",
       " tensor([ 0.2138, -0.3198, -0.2721, -0.7894], requires_grad=True),\n",
       " 'linear.weight': Parameter containing:\n",
       " tensor([[-0.9875],\n",
       "         [ 0.3279],\n",
       "         [-0.6356]], requires_grad=True),\n",
       " 'linear.bias': Parameter containing:\n",
       " tensor([-0.3730,  0.3016, -0.2402], requires_grad=True)}"
      ]
     },
     "execution_count": 153,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dic = { name:param for name, param in model.named_parameters()}\n",
    "dic"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 154,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([1, 1, 1])\n",
      "torch.Size([1, 1, 1])\n"
     ]
    }
   ],
   "source": [
    "x_batch, y_batch, indexes = d\n",
    "print(x_batch.shape)\n",
    "x_batch.transpose_(0, 1)\n",
    "print(x_batch.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 155,
   "metadata": {},
   "outputs": [],
   "source": [
    "batch_shape = [ 1, 1, 1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 156,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "input_sample = np.random.normal(size=batch_shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 157,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1, 1, 1)"
      ]
     },
     "execution_count": 157,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "input_sample.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 158,
   "metadata": {},
   "outputs": [],
   "source": [
    "? np.random.normal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 159,
   "metadata": {},
   "outputs": [],
   "source": [
    "?np.random"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 160,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([1, 1, 1])"
      ]
     },
     "execution_count": 160,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_batch.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 161,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([1, 1, 1])"
      ]
     },
     "execution_count": 161,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "input_sample_tenz = torch.as_tensor(input_sample, dtype=torch.float32)\n",
    "input_sample_tenz.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 162,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([1, 1, 1])"
      ]
     },
     "execution_count": 162,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "x_batch.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 163,
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = model(input_sample_tenz )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 164,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "tensor([[-0.3266,  0.2862, -0.2104]], grad_fn=<AddmmBackward>)"
      ]
     },
     "execution_count": 164,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_pred"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 165,
   "metadata": {},
   "outputs": [
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     },
     "execution_count": 165,
     "metadata": {},
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   ],
   "source": [
    "# make_dot(y_pred, dic)\n",
    "make_dot(y_pred, dic)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "from graphviz import Digraph\n",
    "import re\n",
    "import torch\n",
    "import torch.nn.functional as F\n",
    "from torch.autograd import Variable\n",
    "from torch.autograd import Variable\n",
    "import torchvision.models as models\n",
    "\n",
    "\n",
    "# def make_dot(var):\n",
    "#     node_attr = dict(style='filled',\n",
    "#                      shape='box',\n",
    "#                      align='left',\n",
    "#                      fontsize='12',\n",
    "#                      ranksep='0.1',\n",
    "#                      height='0.2')\n",
    "#     dot = Digraph(node_attr=node_attr, graph_attr=dict(size=\"12,12\"))\n",
    "#     seen = set()\n",
    "\n",
    "#     def add_nodes(var):\n",
    "#         if var not in seen:\n",
    "#             if isinstance(var, Variable):\n",
    "#                 value = '('+(', ').join(['%d'% v for v in var.size()])+')'\n",
    "#                 dot.node(str(id(var)), str(value), fillcolor='lightblue')\n",
    "#             else:\n",
    "#                 dot.node(str(id(var)), str(type(var).__name__))\n",
    "#             seen.add(var)\n",
    "#             if hasattr(var, 'previous_functions'):\n",
    "#                 for u in var.previous_functions:\n",
    "#                     dot.edge(str(id(u[0])), str(id(var)))\n",
    "#                     add_nodes(u[0])\n",
    "#     add_nodes(var.creator)\n",
    "#     return dot\n",
    "\n",
    "\n",
    "inputs = torch.randn(1,3,224,224)\n",
    "resnet18 = models.resnet18()\n",
    "y = resnet18(Variable(inputs))\n",
    "print(y)\n",
    "\n",
    "g = make_dot(y)\n",
    "g"
   ]
  }
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