Recover the picture using ADMM.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 0. Введение"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Техника сглаживания оказала достаточно большое влияние на развитие методов восстановления тензоров (matrix completion problem является частным случаем). \n",
    "\n",
    "Рассмотрим задачу восстановления матрицы $Y$. Мы наблюдаем только небольшой набор элементов матрицы $Y$, множество индексов известных элементов обозначим через $E$. То есть мы знаем $Y_{ij}$ для всех $(i,j) \\in E$, и не знаем $Y_{ij}$ для всех $(i,j) \\notin E$.\n",
    "\n",
    "Понятно, что без наличия какой-либо дополнительной информации о матрице $Y$ эта постановка является тривиальной: любая матрица $X$, для которой выполнено $X_{i,j} = Y_{i,j}, \\quad (i,j) \\in E$ является разумным ответом. Таких матриц бесконечно много. Соответственно задача восстановления матриц обычно рассматривается как частный случай задачи приближения матрицы, а критерий качества (целевая функция) говорит не столько о близости $X$ к $Y$, сколько о полезных свойствах матрицы $X$ (этим свойствам матрица $Y$ может и не обладать).\n",
    "\n",
    "Одна из самых популярных постановок, например, строя рекомендательные системы, является задача о поиске наилучшего приближения заданной матрицы матрицей малого ранга:\n",
    "\n",
    "$$\n",
    "\\begin{align*}\n",
    "& \\min_{X} rk(X) \\\\\n",
    "& X_{i,j} = Y_{i,j}, \\quad (i,j) \\in E\\\\\n",
    "\\end{align*}\n",
    "$$\n",
    "Как известно, в общем случае эта задача является NP-трудной.\n",
    "\n",
    "Для того, чтобы обойти это припятствие ранк матрицы аппроксимируется той или иной выпуклой функцией от матрицы $X$.\n",
    "\n",
    "Опять же стандартным выбором является переход к постановке задачи с использованием 1-й нормы Шаттена (она же trace norm).\n",
    "\n",
    "$\\textbf{RegMC problem}$\n",
    "\n",
    "$$\n",
    "\\begin{align*}\n",
    "& \\min_{X}\\|X \\|_* \\\\\n",
    "& X_{i,j} = Y_{i,j}, \\quad (i,j) \\in E\\\\\n",
    "\\end{align*}\n",
    "$$\n",
    "\n",
    "Здесь $X_* = \\sum \\sigma_i(X)$. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import scipy as sp\n",
    "import matplotlib.pyplot as plt\n",
    "from tqdm import tqdm"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#  1. Сведение к ADMM"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Сведём нашу задачу пригодную для решения алгоритмом ADMM(Правила восстановления, через модифицированную функцию Лагранжа):\n",
    "$$ \\min_{X}\\|X \\|_* $$\n",
    "$$  X_{i,j} = Y_{i,j}, (i,j) \\in E, X_* = \\sum \\sigma_i(X) $$\n",
    "Заведём индикаторную функцию на множестве матриц, таком, что $X_{i,j} = Y_{i,j}, (i,j) \\in E$, т.е множестве: $S=\\{X | X_{i,j} = Y_{i,j}, (i,j) \\in E\\}$. Тогда наша задача будет выглядить следующим образом:\n",
    "$$\\min_{X=Z} \\|X \\|_* + I_S(Z)$$\n",
    "Данную задачу мы можем решить алгоритмом ADMM"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#  2. Метод модифицированной функции Лагранжа"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Надо решить задачу со следующими ограничениями:\n",
    "$$\\begin{cases}\n",
    "f(x) \\rightarrow min \\\\\n",
    "f_{i}(x) \\leqslant 0, 1 \\leqslant i \\leqslant k \\\\\n",
    "g_{i}(x) = 0, 1 \\leqslant i \\leqslant m\n",
    "\\end{cases}$$\n",
    "Введём функцию Лагранжа: \n",
    "$$L(x, \\lambda, \\mu) = f(x) + \\sum\\limits_{i = 1}^{k} \\lambda_{i} f_{i}(x) + \\sum\\limits_{i = 1}^{m} \\mu_{i} g_{i}(x)$$\n",
    "Модифицированный Лагранж(добавляем внешние штрафы):\n",
    "$$ \\widetilde{L}(x, \\lambda, \\mu) = f(x) + \\sum\\limits_{i = 1}^{k} \\lambda_{i} f_{i}(x) + \\sum\\limits_{i = 1}^{m} \\mu_{i} g_{i}(x) + r(\\sum\\limits_{i = 1}^{m} g_{i}^2 (x) + \\sum\\limits_{i = 1}^{k} [f_i(x)]^2_{+})$$\n",
    "Где $[f_i(x)]_{+} = max\\{f_{i}(x), 0\\}$ - срезка. Преобразуем так, чтобы выделить полный квадрат:\n",
    "$$\\widetilde{L}(x, \\lambda, \\mu) = f(x) + \\frac{1}{4r} \\sum\\limits_{i = 1}^{m}(\\mu_{i} + 2rg_{i}(x))^2 + \\frac{1}{4r} \\sum\\limits_{i = 1}^{k}[\\lambda_{i} + 2rf_{i}(x)]_{+}^2 - \\sum\\limits_{i = 1}^{k} \\frac{\\lambda_{i}}{4r} - \\sum\\limits_{i = 1}^{m} \\frac{\\mu_{i}}{4r}$$\n",
    "Рассмотрим его экстремальные точки: \n",
    "$$0  = \\frac{\\partial}{\\partial \\mu_{i}} \\widetilde{L}(x, \\lambda, \\mu) = \\frac{1}{2r}(\\mu_{i} + 2rg_{i}(x)) - \\frac{\\mu_{i}}{2r} \\Rightarrow \\mu_i = \\mu_i + 2rg_{i}(x) \\Rightarrow g_{i}(x) = 0$$\n",
    "$$0  = \\frac{\\partial}{\\partial \\lambda_{i}} \\widetilde{L}(x, \\lambda, \\mu) = \\frac{1}{2r}[\\lambda_{i} + 2rf_{i}(x)]_{+} - \\frac{\\lambda_{i}}{2r} \\Rightarrow \\lambda_i = [\\lambda_i + 2rf_{i}(x)]_{+} \\Rightarrow \\lambda_{i} f_{i}(x) = 0$$\n",
    "$$0  = \\frac{\\partial}{\\partial x} \\widetilde{L}(x, \\lambda, \\mu) = \\nabla f(x) + \\sum\\limits_{i = 1}^{m}(\\mu_{i} + 2rg_{i}(x))\\nabla g_{i}(x) + \\sum\\limits_{i = 1}^{k}[\\lambda_{i} + 2rf_{i}(x)]_{+} \\nabla f_{i}(x)$$\n",
    "$$ \\frac{\\partial}{\\partial x} \\widetilde{L}(x, \\lambda, \\mu) = \\nabla f(x) + \\sum\\limits_{i = 1}^{m} \\mu_{i} \\nabla g_{i}(x) + \\sum\\limits_{i = 1}^{k} \\lambda_{i} \\nabla f_{i}(x) = \\frac{\\partial}{\\partial x} L(x, \\lambda, \\mu) = 0$$\n",
    "То есть у $\\widetilde{L} (x, \\lambda, \\mu)$ и $L(x, \\lambda, \\mu)$ одинаковые точки экстремума, тогда наши правила обновления:\n",
    "$$\\begin{cases}\n",
    "\\mu_i^{k+1} = \\mu_i^{k} + 2rg_{i}(x^{k}) \\\\\n",
    "\\lambda_i^{k+1} = [\\lambda_i^{k} + 2rf_{i}(x^{k})]_{+} \\\\\n",
    "x^{k+1} = \\inf\\limits_{x} \\widetilde{L} (x, \\lambda^{k+1}, \\mu^{k+1})\n",
    "\\end{cases}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 3. ADMM"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Рассмотрим задачу минимизации по двум переменным:\n",
    "$$\\begin{cases}\n",
    "f(x) + g(z) \\rightarrow \\min\\limits_{x, z} \\\\\n",
    "Ax + Bz = c\n",
    "\\end{cases}$$\n",
    "Тогда метод модифицированной функции Лагранжа: \n",
    "$$\\widetilde{L} (x, z, \\lambda) = f(x) + g(x) + \\lambda^T(Ax + Bz - c) + \\frac{r}{2} \\|Ax + Bz - c\\|_2^2$$\n",
    "Что сделает ММФЛ:\n",
    "$$\\begin{cases}\n",
    "\\lambda^{k+1} = \\lambda^{k} + 2r(Ax^{k} + Bz^{k} - c) \\\\\n",
    "\\begin{pmatrix}\n",
    "  x^{k+1} \\\\\n",
    "  z^{k+1}\n",
    "\\end{pmatrix} = argmin_{x, z} \\widetilde{L} (x, z, \\lambda^{k+1})\n",
    "\\end{cases}$$\n",
    "Что делает ADMM - Вместо поиска $argmin_{x, z}$ по двум переменным, поочерёдно фиксирует одну из переменных и вычисляет $argmin$ по другой. Итоговые правила обновления ADMM:\n",
    "$$\\begin{cases}\n",
    "\\lambda^{k+1} = \\lambda^{k} + 2r(Ax^{k} + Bz^{k} - c) \\\\\n",
    "x^{k+1} = argmin_{x} \\widetilde{L} (x, z^{k}, \\lambda^{k+1}) \\\\\n",
    "z^{k+1} = argmin_{z} \\widetilde{L} (x^{k}, z, \\lambda^{k+1})\n",
    "\\end{cases}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4. Задача восстановления картинки(теория)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Метод модиффицированной функции Лагранжа:\n",
    "$$\n",
    "L = \\|X \\|_* + \\lambda^{T} (X-Z) + \\frac{r}{2}\\|X-Z\\|^2\n",
    "$$\n",
    "Правила обновления из семинара для такой задачи:\n",
    "$$ \\lambda_{k+1} = \\lambda_k + r(X_k-Z_k)$$\n",
    "$$ X_{k+1} = prox_{\\|X \\|_*, r}\\left(Z_k - \\frac{\\lambda_{k+1}}{r}\\right)$$\n",
    "$$ Z_{k+1} = \\pi_{S}\\left(X_k + \\frac{\\lambda_{k+1}}{r}\\right)$$\n",
    "$$prox_{\\|X \\|_*, r}\\left(Z_k - \\frac{\\lambda_{k+1}}{r}\\right) = argmin_{K}\\left(\\frac{r}{2}\\left|\\left|K - \\left(Z_k - \\frac{\\lambda_{k+1}}{r}\\right)\\right|\\right|^2_2 + \\|K \\|_*\\right)$$\n",
    "\n",
    "$$\\pi_{S}\\left(X_k + \\frac{\\lambda_{k+1}}{r}\\right) = argmin_{K\\in S}\\left(\\frac{r}{2}\\left|\\left|K - \\left(X_k + \\frac{\\lambda_{k+1}}{r}\\right)\\right|\\right|^2_2 \\right)$$\n",
    "\n",
    "$Argmin$ для $X_{k+1}$:\n",
    "\n",
    "$$\n",
    "0 = \\frac{\\partial \\|K \\|_*}{\\partial K} + r\\left(K - \\left(Z_k - \\frac{\\lambda_{k+1}}{r}\\right)\\right)\n",
    "$$\n",
    "Воспользуемся SVD разложением:  $K = U\\Sigma V^T$\n",
    "$$\n",
    "\\frac{\\partial \\|K \\|_*}{\\partial K} = \\frac{\\partial \\|U\\Sigma V^T \\|_*}{\\partial K} = \\frac{\\partial tr(\\Sigma)}{\\partial K} = \\frac{\\partial tr\\left(U^T\\Sigma V\\right)}{\\partial K} = \\frac{<I,U^T\\partial KV>}{\\partial K} = UV^T\n",
    "$$\n",
    "\n",
    "$$\n",
    "X_{k+1} = prox_{\\|X \\|_*, r}\\left(Z_k - \\frac{\\lambda_{k+1}}{r}\\right) = K_{min} = Z_k - \\frac{\\lambda_{k+1}}{r} - \\frac{UV^T}{r}\n",
    "$$\n",
    "\n",
    "$Argmin$ для $Z_{k+1}$:\n",
    "\n",
    "$$\n",
    "Z_{k+1} = argmin_{K\\in S}\\left(\\frac{r}{2}\\left|\\left|K - \\left(X_{k+1} + \\frac{\\lambda_{k+1}}{r}\\right)\\right|\\right|^2_2 \\right) = K_{min} \\in S = X_{k+1} + \\frac{\\lambda_{k+1}}{r} \\in S,\n",
    "$$\n",
    "\n",
    "Если $(i,j) \\in E$, то $Z_{k+1} = Y$, а если $(i,j) \\notin E$, $Z_{k+1} = K_{min}$\n",
    "\n",
    "Итог:\n",
    "$$ \\lambda_{k+1} = \\lambda_k + r(X_k-Z_k)$$\n",
    "\n",
    "$$ X_{k+1} = Z_k - \\frac{\\lambda_{k+1}}{r} - \\frac{UV^T}{r}$$\n",
    "\n",
    "$$ Z_{k+1} = \\begin{cases}\n",
    "& X_{k+1} + \\frac{\\lambda_{k+1}}{r}, (i,j) \\notin E\\\\\n",
    "& Y, (i,j) \\in E\\\\\n",
    "\\end{cases} $$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 5. Задача восстановления картинки(код)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Переводим нашу картинку в 3D матрицу: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(722, 1168, 3)\n"
     ]
    }
   ],
   "source": [
    "import matplotlib.image as img \n",
    "image = img.imread(\"Picture.jpg\") \n",
    "Y = image /256\n",
    "print (image.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Генерируем матрицу-маску, которая будет задавать искажения нашей картинки"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "E = np.random.randint(0, 2, (image.shape[0], image.shape[1]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Хотим работать с 2D матрицей, поэтому разделим матрицу по потокам: красный, синий и красный"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " ...\n",
      " [0.03515625 0.03515625 0.         ... 0.01953125 0.         0.        ]\n",
      " [0.03515625 0.         0.         ... 0.0234375  0.         0.0234375 ]\n",
      " [0.         0.0234375  0.         ... 0.03125    0.         0.        ]]\n"
     ]
    }
   ],
   "source": [
    "X_red = np.zeros((image.shape[0],image.shape[1]))\n",
    "Y_red = Y[:,:,0]\n",
    "for i in range(image.shape[0]):\n",
    "    for j in range(image.shape[1]):\n",
    "        X_red[i][j] = Y_red[i][j] * E[i][j]\n",
    "print(X_red)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " ...\n",
      " [0.01953125 0.02734375 0.         ... 0.01953125 0.         0.        ]\n",
      " [0.02734375 0.         0.         ... 0.015625   0.         0.015625  ]\n",
      " [0.         0.0234375  0.         ... 0.015625   0.         0.        ]]\n"
     ]
    }
   ],
   "source": [
    "X_blue = np.zeros((image.shape[0],image.shape[1]))\n",
    "Y_blue = Y[:,:,1]\n",
    "for i in range(image.shape[0]):\n",
    "    for j in range(image.shape[1]):\n",
    "        X_blue[i][j] = Y_blue[i][j] * E[i][j]\n",
    "print(X_blue)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " [0.         0.         0.         ... 0.         0.         0.        ]\n",
      " ...\n",
      " [0.0234375  0.03125    0.         ... 0.01953125 0.         0.        ]\n",
      " [0.03125    0.         0.         ... 0.01953125 0.         0.01953125]\n",
      " [0.         0.0234375  0.         ... 0.01953125 0.         0.        ]]\n"
     ]
    }
   ],
   "source": [
    "X_green = np.zeros((image.shape[0],image.shape[1]))\n",
    "Y_green = Y[:,:,2]\n",
    "for i in range(image.shape[0]):\n",
    "    for j in range(image.shape[1]):\n",
    "        X_green[i][j] = Y_green[i][j] * E[i][j]\n",
    "print(X_green)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Получим искажённую картинку:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x206b59a23d0>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X_finish = np.zeros((image.shape[0], image.shape[1], 3))\n",
    "X_finish[:,:,0] = X_red\n",
    "X_finish[:,:,1] = X_blue\n",
    "X_finish[:,:,2] = X_green\n",
    "plt.imshow(X_finish)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Напишем функцию ADMM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "Z = np.zeros((image.shape[0],image.shape[1]))\n",
    "r = 1\n",
    "def Update_ADMM(X, Z, l, Y_initial):\n",
    "    l_new = l + r*(X - Z)\n",
    "    U, S, V = np.linalg.svd(X, full_matrices=False) #V - выдаётся уже транспонированная\n",
    "    X = Z - l_new / r - (U @ V) / r\n",
    "    Z = X + l_new / r \n",
    "    Z[E==1] = Y_initial[E==1]\n",
    "    print(np.sum(S))\n",
    "    return X, Z, l_new"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Пропустим ADMM алгоритм по кажому потоку и отследим значение нашей нормы(в данном случае она равна сумме элементов матрицы $\\Sigma$:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  2%|▏         | 1/50 [00:00<00:14,  3.47it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3167.832870123907\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  4%|▍         | 2/50 [00:00<00:14,  3.39it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3889.8328701239066\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  6%|▌         | 3/50 [00:00<00:14,  3.34it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7325.8604491514125\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "  8%|▊         | 4/50 [00:01<00:13,  3.34it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2469.3132527675784\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 10%|█         | 5/50 [00:01<00:13,  3.37it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3298.7081617876793\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 12%|█▏        | 6/50 [00:01<00:12,  3.39it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2972.93489402265\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 14%|█▍        | 7/50 [00:02<00:12,  3.50it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3112.673407142454\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 16%|█▌        | 8/50 [00:02<00:12,  3.36it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2911.6720359074584\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 18%|█▊        | 9/50 [00:02<00:12,  3.20it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2997.6371813214528\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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      "\n"
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   ],
   "source": [
    "steps = 50\n",
    "lamda_1 = np.zeros((image.shape[0],image.shape[1]))\n",
    "Z_1 = np.zeros((image.shape[0],image.shape[1]))\n",
    "for step in tqdm(range(steps)):\n",
    "    X_red, Z_1, lamda_1 = Update_ADMM(X_red, Z_1, lamda_1, Y_red)"
   ]
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  {
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   "source": [
    "steps = 50\n",
    "lamda_2 = np.zeros((image.shape[0],image.shape[1]))\n",
    "Z_2 = np.zeros((image.shape[0],image.shape[1]))\n",
    "for step in tqdm(range(steps)):\n",
    "    X_blue, Z_2, lamda_2 = Update_ADMM(X_blue, Z_2, lamda_2, Y_blue)"
   ]
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    {
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     "text": [
      " 72%|███████▏  | 36/50 [00:12<00:06,  2.19it/s]"
     ]
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      "1887.637729598854\n"
     ]
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 74%|███████▍  | 37/50 [00:13<00:05,  2.35it/s]"
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    {
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     "text": [
      " 76%|███████▌  | 38/50 [00:13<00:05,  2.32it/s]"
     ]
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     "output_type": "stream",
     "text": [
      " 78%|███████▊  | 39/50 [00:13<00:04,  2.52it/s]"
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     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 80%|████████  | 40/50 [00:14<00:03,  2.70it/s]"
     ]
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 82%|████████▏ | 41/50 [00:14<00:03,  2.88it/s]"
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      " 84%|████████▍ | 42/50 [00:14<00:02,  2.94it/s]"
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      "1892.0987242015062\n"
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    {
     "name": "stderr",
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     "text": [
      " 86%|████████▌ | 43/50 [00:15<00:02,  2.96it/s]"
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      " 88%|████████▊ | 44/50 [00:15<00:02,  2.98it/s]"
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     "text": [
      " 90%|█████████ | 45/50 [00:15<00:01,  3.06it/s]"
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     "text": [
      " 92%|█████████▏| 46/50 [00:15<00:01,  3.16it/s]"
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     "name": "stderr",
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     "text": [
      " 94%|█████████▍| 47/50 [00:16<00:00,  3.16it/s]"
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      "1928.5616250982428\n"
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     "text": [
      " 96%|█████████▌| 48/50 [00:16<00:00,  3.20it/s]"
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      "1895.2466343763476\n"
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 98%|█████████▊| 49/50 [00:16<00:00,  3.11it/s]"
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    {
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     "output_type": "stream",
     "text": [
      "1928.512543658796\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 50/50 [00:17<00:00,  2.90it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
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      "1896.1051025558768\n"
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    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "steps = 50\n",
    "lamda_3 = np.zeros((image.shape[0],image.shape[1]))\n",
    "Z_3 = np.zeros((image.shape[0],image.shape[1]))\n",
    "for step in tqdm(range(steps)):\n",
    "    X_green, Z_3, lamda_3 = Update_ADMM(X_green, Z_3, lamda_3, Y_green)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Видим, что наша теория работает, т.к норма наша сводится к минимуму. \n",
    "Теперь соединим обработанные потоки в 3D матрицу и получим восстановленной изображение:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x206b696f790>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X_finish_new = np.zeros((image.shape[0], image.shape[1], 3))\n",
    "X_finish_new[:,:,0] = X_red\n",
    "X_finish_new[:,:,1] = X_blue\n",
    "X_finish_new[:,:,2] = X_green\n",
    "X_finish_new[X_finish_new < 0] = 0\n",
    "plt.imshow(X_finish_new)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}