Notebooks/PowerMethod.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "romantic-joshua",
   "metadata": {
    "tags": []
   },
   "source": [
    "<center><h1>矩阵特征值计算：幂法与反幂法<h1/><center/>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "practical-senate",
   "metadata": {
    "tags": [],
    "toc-hr-collapsed": true
   },
   "source": [
    "## 实验内容\n",
    "给定矩阵\n",
    "\n",
    "$$\n",
    "A = \\begin{pmatrix}5&4&1&1\\\\4&5&1&1\\\\1&1&4&2\\\\1&1&2&4\\end{pmatrix}\n",
    "$$\n",
    "\n",
    "(1)用幂法求$A$的主特征值及对应的特征向量，并用瑞利商加速方法观察加速效果\n",
    "\n",
    "(2)利用反幂法迭代，使用不同的$p$值，求$A$的不同特征向量及特征向量.比较结果"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "micro-tours",
   "metadata": {},
   "source": [
    "## 实验原理\n",
    "### 幂法\n",
    "\n",
    "#### 迭代与收敛原理\n",
    "\n",
    "对于初始向量$v_0\\neq0$,设$x_i$是$A$的特征向量，$\\lambda_i$是$A$的特征值\n",
    "$$\n",
    "v_0=\\sum_{i=1}^n\\alpha_i x_i\n",
    "$$\n",
    "构造迭代序列$\\{v_k\\}$与$\\{u_k\\}$\n",
    "\n",
    "$$\n",
    "u_0=v_0\n",
    "$$\n",
    "\n",
    "$$\n",
    "v_k=Au_{k-1},u_k=\\frac{v_k}{abs \\max{\\{v_k\\}}}\n",
    "$$\n",
    "\n",
    "$$\n",
    "\\begin{aligned}\n",
    "v_k\n",
    "&=\\frac{A^kv_0}{abs\\max{\\{A^{k-1}v_0\\}}}\\\\\n",
    "&=\\frac{\\sum_{i=1}^n\\alpha_i \\lambda_i^k x_i}{abs\\max\\{\\sum_{i=1}^n\\alpha_i \\lambda_i^{k-1} x_i\\}}\\\\\n",
    "&=\\lambda_1\\frac{\\alpha_1x_1+\\sum_{i=2}^n\\alpha_i (\\frac{\\lambda_i}{\\lambda_1})^k x_i}{abs\\max\\{\\alpha_1x_1+\\sum_{i=2}^n\\alpha_i (\\frac{\\lambda_i}{\\lambda_1})^{k-1} x_i\\}}\\\\\n",
    "abs\\max\\{v_k\\}&=\\frac{\\lambda_1abs\\max\\{\\alpha_1x_1+\\sum_{i=2}^n\\alpha_i (\\frac{\\lambda_i}{\\lambda_1})^k x_i\\}}{abs\\max\\{\\alpha_1x_1+\\sum_{i=2}^n\\alpha_i (\\frac{\\lambda_i}{\\lambda_1})^{k-1} x_i\\}}\\rightarrow\\lambda_1\\quad(k\\rightarrow \\infty)\n",
    "\\end{aligned}\n",
    "$$\n",
    "\n",
    "#### 算法描述\n",
    "\n",
    "对于给定的初始向量$v_0$与误差要求精度$\\epsilon$\n",
    "$$\n",
    "u\\leftarrow v_0,\\lambda\\leftarrow0\n",
    "$$\n",
    "loop\n",
    "\n",
    "1. $v\\leftarrow Au$\n",
    "2. $u\\leftarrow v/absmax(v)$\n",
    "3. $\\lambda'\\leftarrow absmax(v),\\Delta\\lambda\\leftarrow abs(\\lambda'-\\lambda)$\n",
    "4. if $\\Delta\\lambda<\\epsilon$, then return $\\lambda'$\n",
    "5. $\\lambda\\leftarrow\\lambda'$\n",
    "\n",
    "### 瑞利商加速\n",
    "\n",
    "迭代序列与幂法一致\n",
    "$$\n",
    "v_k=Au_{k-1},u_k=\\frac{v_k}{abs\\max{\\{v_k\\}}}\n",
    "$$\n",
    "\n",
    "其区别在于$\\lambda_1$的逼近表达式\n",
    "$$\n",
    "\\lambda_1 \\leftarrow \\frac{(Au_k,u_k)}{(u_k,u_k)}\\quad(k\\rightarrow\\infty)\n",
    "$$\n",
    "\n",
    "> 所以在编程中`幂法`与`瑞利商法`的代码除了$\\lambda_1$的逼近表达式是一样的，所以可以将$\\lambda_1$的逼近表达式作为参数传入，从而在一个函数中实现\n",
    "\n",
    "### 反幂法\n",
    "\n",
    "对于$p$，若$(A-pI)^{-1}$存在，其特征值为\n",
    "$$\n",
    "\\frac1{\\lambda_i-p}\n",
    "$$\n",
    "对应的特征向量为$x_i$\n",
    "\n",
    "对$(A-pI)^{-1}$使用幂法\n",
    "$$\n",
    "\\begin{cases}\n",
    "u_0=v_0\\neq0&v_0为初始向量\\\\\n",
    "v_k=(A-pI)^{-1}u_{k-1}&k=1,2,\\cdots\\\\\n",
    "u_k=\\frac{v_k}{abs\\max{\\{v_k\\}}}\n",
    "\\end{cases}\n",
    "$$\n",
    "若$p \\rightarrow \\lambda_j$\n",
    "$$\n",
    "|\\lambda_j-p|<<|\\lambda_i-p|,\\quad i\\neq j\n",
    "$$\n",
    "$$\n",
    "\\left|\\frac1{\\lambda_j-p}\\right|>\\left|\\frac1{\\lambda_i-p}\\right|,\\quad\\forall i\\neq j\n",
    "$$\n",
    "说明$\\frac1{\\lambda_j-p}$是主特征值\n",
    "$$\n",
    "\\frac1{\\lambda_j-p}\\leftarrow abs\\max\\{v_k\\},\\quad(k\\rightarrow\\infty)\n",
    "$$\n",
    "$$\n",
    "\\lambda_j\\leftarrow p+\\frac1{abs\\max\\{v_k\\}},\\quad(k\\rightarrow\\infty)\n",
    "$$"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "convenient-pendant",
   "metadata": {},
   "source": [
    "## 编程实现\n",
    "> 用Julia语言实现"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "binary-harvard",
   "metadata": {},
   "source": [
    "先导入依赖和输入计算所需的数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "mathematical-traveler",
   "metadata": {},
   "outputs": [],
   "source": [
    "import Logging\n",
    "Logging.disable_logging(Logging.Info)\n",
    "\n",
    "using LinearAlgebra,Plots\n",
    "plotly()\n",
    "\n",
    "include(\"../Code/MatrixKit.jl\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "earlier-northern",
   "metadata": {},
   "source": [
    "### 幂法和瑞利商法求主特征值"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "mounted-pharmacology",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "MainEigen (generic function with 1 method)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "absmax(v) = maximum(abs,v)\n",
    "norm!(v) = v ./ absmax(v)\n",
    "\n",
    "PowerλExpr(A,u,v) = absmax(v)\n",
    "RayleighλExpr(A,u,v) = sum(A*u.*u)/sum(u.*u)\n",
    "\n",
    "function MainEigen(A::Matrix;λexpr=PowerλExpr,u=NaN,digits=4,maxiter=100,reqλs=false)\n",
    "    n = size(A)[1]\n",
    "    u == NaN || (u = ones(n))  \n",
    "    λ = 0.\n",
    "    reqλs && (λs = Vector{Float64}())\n",
    "    for i ∈ 1:maxiter\n",
    "        v = A*u\n",
    "        u = norm!(v)\n",
    "        λ⁺ = λexpr(A,u,v)\n",
    "        ok = false\n",
    "        abs(λ⁺-λ) < .1^digits && (ok = true)\n",
    "        λ = λ⁺\n",
    "        reqλs && push!(λs,λ)\n",
    "        if ok\n",
    "            if reqλs\n",
    "                return λ,u,λs\n",
    "            end\n",
    "            return λ,u\n",
    "        end\n",
    "    end\n",
    "    (throw∘error)(\"Can't find solution satisfied precise demand within the maximum number of iterations.\")\n",
    "end"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "worldwide-scheduling",
   "metadata": {},
   "source": [
    "### 反幂法"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "expected-camping",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "InvPowMethod (generic function with 1 method)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "function InvPowMethod(A::Matrix,p::Number;λexpr=PowerλExpr,u=NaN,digits=4,maxiter=100,reqλs=false)\n",
    "    n = size(A)[1]\n",
    "    u == NaN || (u = ones(n))\n",
    "    B⁻¹ = inv(A - p*I)\n",
    "    λ = 0.\n",
    "    reqλs && (λs = Vector{Float64}())\n",
    "    for i ∈ 1:maxiter\n",
    "        v = B⁻¹*u\n",
    "        u = norm!(v)\n",
    "        λ⁺ = p+1/λexpr(B⁻¹,u,v)\n",
    "        ok = false\n",
    "        abs(λ⁺-λ) < .1^digits && (ok = true)\n",
    "        λ = λ⁺\n",
    "        reqλs && push!(λs,λ)\n",
    "        if ok\n",
    "            if reqλs\n",
    "                return λ,u,λs\n",
    "            end\n",
    "            return λ,u\n",
    "        end\n",
    "    end\n",
    "    (throw∘error)(\"Can't find solution satisfied precise demand within the maximum number of iterations.\")\n",
    "end"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "circular-gothic",
   "metadata": {},
   "source": [
    "## 计算实例、数据、结果、比较\n",
    "先输入数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "textile-mouth",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "<center>$A=\\begin{pmatrix}5&4&1&1\\\\4&5&1&1\\\\1&1&4&2\\\\1&1&2&4\\end{pmatrix}$</center>\n",
       "\n"
      ],
      "text/markdown": [
       "<center>$A=\\begin{pmatrix}5&4&1&1\\\\4&5&1&1\\\\1&1&4&2\\\\1&1&2&4\\end{pmatrix}$</center>\n"
      ],
      "text/plain": [
       "  <center>\u001b[35mA=\\begin{pmatrix}5&4&1&1\\\\4&5&1&1\\\\1&1&4&2\\\\1&1&2&4\\end{pmatrix}\u001b[39m</center>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "@latex A = [[5 4;4 5] ones(Int,2,2);ones(Int,2,2) [4 2;2 4]]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "classical-charger",
   "metadata": {},
   "source": [
    "### 用幂法和瑞利商法计算主特征值\n",
    "#### 计算"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "amazing-footage",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "λ = 10.000050863147614\n"
     ]
    }
   ],
   "source": [
    "λ,v = MainEigen(A,λexpr=PowerλExpr)\n",
    "@show λ;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "extended-freight",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "<center>$v=\\begin{pmatrix}1.0&1.0&0.5000127157222276&0.5000127157222276\\end{pmatrix}$$^T$</center>\n",
       "\n"
      ],
      "text/markdown": [
       "<center>$v=\\begin{pmatrix}1.0&1.0&0.5000127157222276&0.5000127157222276\\end{pmatrix}$$^T$</center>\n"
      ],
      "text/plain": [
       "  <center>\u001b[35mv=\\begin{pmatrix}1.0&1.0&0.5000127157222276&0.5000127157222276\\end{pmatrix}\u001b[39m\u001b[35m^T\u001b[39m</center>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "@latex v T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "pressed-appeal",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "λ = 9.999991522909337\n"
     ]
    }
   ],
   "source": [
    "λ,v = MainEigen(A,λexpr=RayleighλExpr)\n",
    "@show λ;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "improving-retailer",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "<center>$v=\\begin{pmatrix}1.0&1.0&0.501628664495114&0.501628664495114\\end{pmatrix}$$^T$</center>\n",
       "\n"
      ],
      "text/markdown": [
       "<center>$v=\\begin{pmatrix}1.0&1.0&0.501628664495114&0.501628664495114\\end{pmatrix}$$^T$</center>\n"
      ],
      "text/plain": [
       "  <center>\u001b[35mv=\\begin{pmatrix}1.0&1.0&0.501628664495114&0.501628664495114\\end{pmatrix}\u001b[39m\u001b[35m^T\u001b[39m</center>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "@latex v T"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "brazilian-bradford",
   "metadata": {},
   "source": [
    "#### 比较\n",
    "这里按照题目要求对两种方法，进行比较\n",
    "\n",
    "下面绘制收敛曲线，来比较一下两种算法收敛速度的差异"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "compatible-picking",
   "metadata": {},
   "outputs": [
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",
      "text/html": [
       "<!DOCTYPE html>\n",
       "<html>\n",
       "    <head>\n",
       "        <title>Plots.jl</title>\n",
       "        <meta http-equiv=\"content-type\" content=\"text/html; charset=UTF-8\">\n",
       "        \n",
       "    </head>\n",
       "    <body>\n",
       "            <div id=\"0dc9989d-c576-4eb5-ac6b-001020b02db9\" style=\"width:600px;height:400px;\"></div>\n",
       "    <script>\n",
       "        requirejs.config({\n",
       "        paths: {\n",
       "            Plotly: 'https://cdn.plot.ly/plotly-1.57.1.min'\n",
       "        }\n",
       "    });\n",
       "    require(['Plotly'], function (Plotly) {\n",
       "\n",
       "    PLOT = document.getElementById('0dc9989d-c576-4eb5-ac6b-001020b02db9');\n",
       "    Plotly.plot(PLOT, [\n",
       "    {\n",
       "        \"xaxis\": \"x\",\n",
       "        \"colorbar\": {\n",
       "            \"title\": \"\"\n",
       "        },\n",
       "        \"yaxis\": \"y\",\n",
       "        \"x\": [\n",
       "            1,\n",
       "            2,\n",
       "            3,\n",
       "            4,\n",
       "            5,\n",
       "            6,\n",
       "            7,\n",
       "            8,\n",
       "            9,\n",
       "            10,\n",
       "            11,\n",
       "            12,\n",
       "            13,\n",
       "            14,\n",
       "            15\n",
       "        ],\n",
       "        \"showlegend\": true,\n",
       "        \"mode\": \"lines\",\n",
       "        \"name\": \"Power method\",\n",
       "        \"zmin\": null,\n",
       "        \"legendgroup\": \"Power method\",\n",
       "        \"zmax\": null,\n",
       "        \"line\": {\n",
       "            \"color\": \"rgba(0, 154, 250, 1.000)\",\n",
       "            \"shape\": \"linear\",\n",
       "            \"dash\": \"solid\",\n",
       "            \"width\": 1\n",
       "        },\n",
       "        \"y\": [\n",
       "            11.0,\n",
       "            10.454545454545453,\n",
       "            10.217391304347828,\n",
       "            10.106382978723403,\n",
       "            10.05263157894737,\n",
       "            10.026178010471202,\n",
       "            10.013054830287206,\n",
       "            10.006518904823992,\n",
       "            10.003257328990227,\n",
       "            10.001628134158256,\n",
       "            10.000813934559662,\n",
       "            10.000406934158054,\n",
       "            10.000203458799593,\n",
       "            10.000101727330065,\n",
       "            10.000050863147614\n",
       "        ],\n",
       "        \"type\": \"scatter\"\n",
       "    },\n",
       "    {\n",
       "        \"xaxis\": \"x\",\n",
       "        \"colorbar\": {\n",
       "            \"title\": \"\"\n",
       "        },\n",
       "        \"yaxis\": \"y\",\n",
       "        \"x\": [\n",
       "            1,\n",
       "            2,\n",
       "            3,\n",
       "            4,\n",
       "            5,\n",
       "            6,\n",
       "            7,\n",
       "            8\n",
       "        ],\n",
       "        \"showlegend\": true,\n",
       "        \"mode\": \"lines\",\n",
       "        \"name\": \"Rayleigh accelerate method\",\n",
       "        \"zmin\": null,\n",
       "        \"legendgroup\": \"Rayleigh accelerate method\",\n",
       "        \"zmax\": null,\n",
       "        \"line\": {\n",
       "            \"color\": \"rgba(227, 111, 71, 1.000)\",\n",
       "            \"shape\": \"linear\",\n",
       "            \"dash\": \"solid\",\n",
       "            \"width\": 1\n",
       "        },\n",
       "        \"y\": [\n",
       "            9.864864864864863,\n",
       "            9.965517241379311,\n",
       "            9.991334488734834,\n",
       "            9.997830802603037,\n",
       "            9.999457524140176,\n",
       "            9.999864369998644,\n",
       "            9.999966091809819,\n",
       "            9.999991522909337\n",
       "        ],\n",
       "        \"type\": \"scatter\"\n",
       "    }\n",
       "]\n",
       ", {\n",
       "    \"showlegend\": true,\n",
       "    \"xaxis\": {\n",
       "        \"showticklabels\": true,\n",
       "        \"gridwidth\": 0.5,\n",
       "        \"tickvals\": [\n",
       "            0.0,\n",
       "            5.0,\n",
       "            10.0,\n",
       "            15.0\n",
       "        ],\n",
       "        \"range\": [\n",
       "            0.0,\n",
       "            15.0\n",
       "        ],\n",
       "        \"domain\": [\n",
       "            0.10609871682706327,\n",
       "            0.9934383202099737\n",
       "        ],\n",
       "        \"mirror\": false,\n",
       "        \"tickangle\": 0,\n",
       "        \"showline\": true,\n",
       "        \"ticktext\": [\n",
       "            \"0\",\n",
       "            \"5\",\n",
       "            \"10\",\n",
       "            \"15\"\n",
       "        ],\n",
       "        \"zeroline\": false,\n",
       "        \"tickfont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 11\n",
       "        },\n",
       "        \"zerolinecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"anchor\": \"y\",\n",
       "        \"visible\": true,\n",
       "        \"ticks\": \"inside\",\n",
       "        \"tickmode\": \"array\",\n",
       "        \"linecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"showgrid\": true,\n",
       "        \"title\": \"Iterations\",\n",
       "        \"gridcolor\": \"rgba(0, 0, 0, 0.100)\",\n",
       "        \"titlefont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 15\n",
       "        },\n",
       "        \"tickcolor\": \"rgb(0, 0, 0)\",\n",
       "        \"type\": \"-\"\n",
       "    },\n",
       "    \"paper_bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "    \"annotations\": [],\n",
       "    \"height\": 400,\n",
       "    \"margin\": {\n",
       "        \"l\": 0,\n",
       "        \"b\": 20,\n",
       "        \"r\": 0,\n",
       "        \"t\": 20\n",
       "    },\n",
       "    \"plot_bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "    \"yaxis\": {\n",
       "        \"showticklabels\": true,\n",
       "        \"gridwidth\": 0.5,\n",
       "        \"tickvals\": [\n",
       "            10.0,\n",
       "            10.25,\n",
       "            10.5,\n",
       "            10.75,\n",
       "            11.0\n",
       "        ],\n",
       "        \"range\": [\n",
       "            9.8,\n",
       "            11.0\n",
       "        ],\n",
       "        \"domain\": [\n",
       "            0.07581474190726165,\n",
       "            0.9901574803149606\n",
       "        ],\n",
       "        \"mirror\": false,\n",
       "        \"tickangle\": 0,\n",
       "        \"showline\": true,\n",
       "        \"ticktext\": [\n",
       "            \"10.00\",\n",
       "            \"10.25\",\n",
       "            \"10.50\",\n",
       "            \"10.75\",\n",
       "            \"11.00\"\n",
       "        ],\n",
       "        \"zeroline\": false,\n",
       "        \"tickfont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 11\n",
       "        },\n",
       "        \"zerolinecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"anchor\": \"x\",\n",
       "        \"visible\": true,\n",
       "        \"ticks\": \"inside\",\n",
       "        \"tickmode\": \"array\",\n",
       "        \"linecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"showgrid\": true,\n",
       "        \"title\": \"Main eigenvalue\",\n",
       "        \"gridcolor\": \"rgba(0, 0, 0, 0.100)\",\n",
       "        \"titlefont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 15\n",
       "        },\n",
       "        \"tickcolor\": \"rgb(0, 0, 0)\",\n",
       "        \"type\": \"-\"\n",
       "    },\n",
       "    \"legend\": {\n",
       "        \"yanchor\": \"auto\",\n",
       "        \"xanchor\": \"auto\",\n",
       "        \"bordercolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "        \"borderwidth\": 1,\n",
       "        \"tracegroupgap\": 0,\n",
       "        \"y\": 1.0,\n",
       "        \"font\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
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       "                \"family\": \"sans-serif\",\n",
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       "            },\n",
       "            \"text\": \"\"\n",
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       "        \"traceorder\": \"normal\",\n",
       "        \"x\": 1.0\n",
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       "    \"width\": 600\n",
       "}\n",
       ");\n",
       "    });\n",
       "    </script>\n",
       "\n",
       "    </body>\n",
       "</html>\n"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "_,_,λsᴾ = MainEigen(A,λexpr=PowerλExpr,reqλs=true)\n",
    "_,_,λsᴿ = MainEigen(A,λexpr=RayleighλExpr,reqλs=true)\n",
    "\n",
    "plot(λsᴾ,label=\"Power method\")\n",
    "plot!(λsᴿ,label=\"Rayleigh accelerate method\")\n",
    "\n",
    "xlabel!(\"Iterations\")\n",
    "ylabel!(\"Main eigenvalue\")\n",
    "ylims!(9.8,11)\n",
    "xlims!(0,15)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "revolutionary-blues",
   "metadata": {},
   "source": [
    "对比，可见`瑞利商加速法`比`幂法`更快更好地收敛\n",
    "\n",
    "当然根据上面计算结果，和迭代公式，可以看出，`瑞利商`只加速了特征值的收敛，并没有加速特征向量的收敛"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "pressing-outside",
   "metadata": {},
   "source": [
    "### 用反幂法，选取p，计算全部特征值"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "liable-traffic",
   "metadata": {},
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",
      "text/html": [
       "<!DOCTYPE html>\n",
       "<html>\n",
       "    <head>\n",
       "        <title>Plots.jl</title>\n",
       "        <meta http-equiv=\"content-type\" content=\"text/html; charset=UTF-8\">\n",
       "        \n",
       "    </head>\n",
       "    <body>\n",
       "            <div id=\"8ea74a42-0888-433a-a4a0-01df2ef9b3a1\" style=\"width:600px;height:400px;\"></div>\n",
       "    <script>\n",
       "        requirejs.config({\n",
       "        paths: {\n",
       "            Plotly: 'https://cdn.plot.ly/plotly-1.57.1.min'\n",
       "        }\n",
       "    });\n",
       "    require(['Plotly'], function (Plotly) {\n",
       "\n",
       "    PLOT = document.getElementById('8ea74a42-0888-433a-a4a0-01df2ef9b3a1');\n",
       "    Plotly.plot(PLOT, [\n",
       "    {\n",
       "        \"xaxis\": \"x1\",\n",
       "        \"colorbar\": {\n",
       "            \"title\": \"\"\n",
       "        },\n",
       "        \"yaxis\": \"y1\",\n",
       "        \"x\": [\n",
       "            1,\n",
       "            2,\n",
       "            3,\n",
       "            4,\n",
       "            5,\n",
       "            6,\n",
       "            7,\n",
       "            8,\n",
       "            9,\n",
       "            10,\n",
       "            11,\n",
       "            12,\n",
       "            13,\n",
       "            14,\n",
       "            15\n",
       "        ],\n",
       "        \"showlegend\": false,\n",
       "        \"mode\": \"lines\",\n",
       "        \"name\": \"\",\n",
       "        \"zmin\": null,\n",
       "        \"legendgroup\": \"\",\n",
       "        \"zmax\": null,\n",
       "        \"line\": {\n",
       "            \"color\": \"rgba(0, 154, 250, 1.000)\",\n",
       "            \"shape\": \"linear\",\n",
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     "execution_count": 10,
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   "source": [
    "_,_,λsᴾ = MainEigen(A,λexpr=PowerλExpr,reqλs=true)\n",
    "_,_,λsᴿ = MainEigen(A,λexpr=RayleighλExpr,reqλs=true)\n",
    "\n",
    "plotᴾ = plot(λsᴾ,title=\"Normal inverse power method\",label=false)\n",
    "plotᴿ = plot(λsᴿ,title=\"with Rayleigh acceleration\",label=false)\n",
    "\n",
    "resultᴿ = Vector()\n",
    "\n",
    "for p ∈ 1:10\n",
    "    p -= .01\n",
    "    _,_,λsᴾ = InvPowMethod(A,p,λexpr=PowerλExpr,reqλs=true)\n",
    "    λ,v,λsᴿ = InvPowMethod(A,p,λexpr=RayleighλExpr,reqλs=true)\n",
    "    push!(resultᴿ,(p=p,λ=λ,v=round.(v;digits=4)))\n",
    "    plot!(plotᴾ,λsᴾ,label=\"p=$p\")\n",
    "    plot!(plotᴿ,λsᴿ,label=\"p=$p\")\n",
    "end\n",
    "\n",
    "xlabel!(plotᴿ,\"Iterations\")\n",
    "plot(plotᴾ,plotᴿ,layout = (2, 1),legend=false)\n",
    "ylabel!(\"eigenvalue\")\n",
    "ylims!(0,11)\n",
    "xlims!(0,20)"
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  {
   "cell_type": "markdown",
   "id": "selective-azerbaijan",
   "metadata": {},
   "source": [
    "$A$为4阶矩阵，至多有4个不同的实特征值\n",
    "\n",
    "`普通反幂法`取10个$p$计算，最终于收敛于6个解，其中必有不是特征值的解\n",
    "\n",
    "`瑞利商加速反幂法`取10个$p$计算，最终于收敛于4个解，所以这4个解均是其特征值的数值近似解\n",
    "\n",
    "可以看到，`普通反幂法`对$p$的选取较为敏感，只有$p$临近真实解时，从能收敛到真实解，可靠性差"
   ]
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  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "elementary-surveillance",
   "metadata": {},
   "outputs": [
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     "data": {
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       "<table class=\"data-frame\"><thead><tr><th></th><th>p</th><th>λ</th><th>v</th></tr><tr><th></th><th>Float64</th><th>Float64</th><th>Array…</th></tr></thead><tbody><p>10 rows × 3 columns</p><tr><th>1</th><td>0.99</td><td>1.0</td><td>[1.0, -1.0, 0.0, 0.0]</td></tr><tr><th>2</th><td>1.99</td><td>2.0</td><td>[-0.0001, -0.0001, -0.9997, 1.0]</td></tr><tr><th>3</th><td>2.99</td><td>5.0</td><td>[-0.4979, -0.4979, 1.0, 1.0]</td></tr><tr><th>4</th><td>3.99</td><td>5.0</td><td>[-0.4995, -0.4995, 1.0, 1.0]</td></tr><tr><th>5</th><td>4.99</td><td>5.0</td><td>[-0.5, -0.5, 1.0, 1.0]</td></tr><tr><th>6</th><td>5.99</td><td>5.0</td><td>[-0.4992, -0.4992, 1.0, 1.0]</td></tr><tr><th>7</th><td>6.99</td><td>4.99995</td><td>[-0.495, -0.495, 1.0, 1.0]</td></tr><tr><th>8</th><td>7.99</td><td>10.0001</td><td>[1.0, 1.0, 0.4947, 0.4947]</td></tr><tr><th>9</th><td>8.99</td><td>10.0</td><td>[1.0, 1.0, 0.5017, 0.5017]</td></tr><tr><th>10</th><td>9.99</td><td>10.0</td><td>[1.0, 1.0, 0.5, 0.5]</td></tr></tbody></table>"
      ],
      "text/latex": [
       "\\begin{tabular}{r|ccc}\n",
       "\t& p & λ & v\\\\\n",
       "\t\\hline\n",
       "\t& Float64 & Float64 & Array…\\\\\n",
       "\t\\hline\n",
       "\t1 & 0.99 & 1.0 & [1.0, -1.0, 0.0, 0.0] \\\\\n",
       "\t2 & 1.99 & 2.0 & [-0.0001, -0.0001, -0.9997, 1.0] \\\\\n",
       "\t3 & 2.99 & 5.0 & [-0.4979, -0.4979, 1.0, 1.0] \\\\\n",
       "\t4 & 3.99 & 5.0 & [-0.4995, -0.4995, 1.0, 1.0] \\\\\n",
       "\t5 & 4.99 & 5.0 & [-0.5, -0.5, 1.0, 1.0] \\\\\n",
       "\t6 & 5.99 & 5.0 & [-0.4992, -0.4992, 1.0, 1.0] \\\\\n",
       "\t7 & 6.99 & 4.99995 & [-0.495, -0.495, 1.0, 1.0] \\\\\n",
       "\t8 & 7.99 & 10.0001 & [1.0, 1.0, 0.4947, 0.4947] \\\\\n",
       "\t9 & 8.99 & 10.0 & [1.0, 1.0, 0.5017, 0.5017] \\\\\n",
       "\t10 & 9.99 & 10.0 & [1.0, 1.0, 0.5, 0.5] \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/plain": [
       "\u001b[1m10×3 DataFrame\u001b[0m\n",
       "\u001b[1m Row \u001b[0m│\u001b[1m p       \u001b[0m\u001b[1m λ        \u001b[0m\u001b[1m v                                \u001b[0m\n",
       "\u001b[1m     \u001b[0m│\u001b[90m Float64 \u001b[0m\u001b[90m Float64  \u001b[0m\u001b[90m Array…                           \u001b[0m\n",
       "─────┼─────────────────────────────────────────────────────\n",
       "   1 │    0.99   1.0      [1.0, -1.0, 0.0, 0.0]\n",
       "   2 │    1.99   2.0      [-0.0001, -0.0001, -0.9997, 1.0]\n",
       "   3 │    2.99   5.0      [-0.4979, -0.4979, 1.0, 1.0]\n",
       "   4 │    3.99   5.0      [-0.4995, -0.4995, 1.0, 1.0]\n",
       "   5 │    4.99   5.0      [-0.5, -0.5, 1.0, 1.0]\n",
       "   6 │    5.99   5.0      [-0.4992, -0.4992, 1.0, 1.0]\n",
       "   7 │    6.99   4.99995  [-0.495, -0.495, 1.0, 1.0]\n",
       "   8 │    7.99  10.0001   [1.0, 1.0, 0.4947, 0.4947]\n",
       "   9 │    8.99  10.0      [1.0, 1.0, 0.5017, 0.5017]\n",
       "  10 │    9.99  10.0      [1.0, 1.0, 0.5, 0.5]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "using DataFrames\n",
    "\n",
    "DataFrame(resultᴿ)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "sporting-hormone",
   "metadata": {},
   "source": [
    "> 以上输出结果为`瑞利商加速的反幂法`求解结果\n",
    "\n",
    "观察可知,$A$的特征值与对应的特征向量\n",
    "\n",
    "| $A$的特征值 $\\lambda$ | 矩阵$A$的对应的特征向量  $v$      |\n",
    "| :----------------: | :-------------------: |\n",
    "| 1              | $[1,-1,0,0]^T$      |\n",
    "| 2              | $[0,0,-1,1]^T$      |\n",
    "| 5              | $[0.5,0.5,-1,-1]^T$ |\n",
    "| 10            | $[0.5,0.5,1,1]^T$   |"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "irish-encounter",
   "metadata": {},
   "source": [
    "## 结果分析\n",
    "\n",
    "实验结果与理论基本相符\n",
    "\n",
    "1. 在求主特征值问题上，`幂法`与`瑞利商加速法`都可以较为准确的主特征值与向量，且`瑞利商加速法`速度更快\n",
    "2. 在反幂法求全部特征值问题上，`普通反幂法`对$p$的选取较为敏感，只有$p$临近真实解时，从能收敛到真实解，可靠性差；而`瑞利商加速的反幂法`却可以更好更快的求解，可靠性较好"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "listed-tribe",
   "metadata": {},
   "source": [
    "## 参考文献\n",
    "- [1] 李庆扬，王能超，易大义.数值分析[M].北京：清华大学出版社,2018.12\n",
    "- [2] Julia.Docs:Linear Algebra[EB/OL].https://docs.julialang.org/en/v1/stdlib/LinearAlgebra/"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "naughty-fever",
   "metadata": {},
   "source": [
    "## 结尾\n",
    "\n",
    "放个动画彩蛋,展示一下`反幂法`动态收敛效果"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "consistent-forward",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\" />"
      ],
      "text/plain": [
       "Plots.AnimatedGif(\"C:\\\\Users\\\\CreatorFan\\\\Documents\\\\Course\\\\Numerial Analysis\\\\Julia\\\\tmp.gif\")"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gr()\n",
    "\n",
    "function cut(array,from,to)\n",
    "    try\n",
    "        array[from:to]\n",
    "    catch \n",
    "        array[from:end]\n",
    "    end\n",
    "end\n",
    "\n",
    "@gif for i ∈ 2:25\n",
    "    plotᴾ = plot(λsᴾ,title=\"Normal inverse power method\",label=false)\n",
    "    plotᴿ = plot(λsᴿ,title=\"with Rayleigh acceleration\",label=false)\n",
    "\n",
    "    for p ∈ 1:10\n",
    "        p -= .01\n",
    "        _,_,λsᴾ = InvPowMethod(A,p,λexpr=PowerλExpr,reqλs=true)\n",
    "        _,_,λsᴿ = InvPowMethod(A,p,λexpr=RayleighλExpr,reqλs=true)\n",
    "        plot!(plotᴾ,cut(λsᴾ,1,i),label=\"p=$p\")\n",
    "        plot!(plotᴿ,cut(λsᴿ,1,i),label=\"p=$p\")\n",
    "    end\n",
    "    \n",
    "    xlabel!(plotᴿ,\"Iterations\")\n",
    "    plot(plotᴾ,plotᴿ,layout = (2, 1),legend=false)\n",
    "    ylabel!(\"eigenvalue\")\n",
    "    ylims!(0,11)\n",
    "    xlims!(1,i > 10 ? i : 10)\n",
    "end"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "superb-bandwidth",
   "metadata": {},
   "source": [
    "## Copyright\n",
    "\n",
    "> Copyright 2021 by Algebra-FUN(樊一飞)\n",
    ">\n",
    "> ALL RIGHTS RESERVED."
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "formats": "ipynb,auto:percent"
  },
  "kernelspec": {
   "display_name": "Julia",
   "language": "julia",
   "name": "julia-1.6"
  },
  "language_info": {
   "file_extension": ".jl",
   "mimetype": "application/julia",
   "name": "julia",
   "version": "1.6.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}