{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "WuK2xG5ohjnw"
   },
   "source": [
    "### **Course**: BIO-341 [_Dynamical systems in biology_](https://moodle.epfl.ch/course/info.php?id=14291)\n",
    "\n",
    "**Professor**: _Julian Shillcock_ & _Felix Naef_\n",
    "\n",
    "SSV, BA5, 2025\n",
    "\n",
    "Note that this document is primarily aimed at being consulted as a Jupyter notebook, the PDF rendering being not optimal."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "id": "wBv_INPghjn1"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/8w/hhwzbx0d6zg_2q5hrl31_yn00000gq/T/ipykernel_32240/3620943358.py:9: DeprecationWarning: `set_matplotlib_formats` is deprecated since IPython 7.23, directly use `matplotlib_inline.backend_inline.set_matplotlib_formats()`\n",
      "  set_matplotlib_formats(\"png\", \"pdf\")\n"
     ]
    }
   ],
   "source": [
    "# import important libraries\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from ipywidgets import interact\n",
    "from scipy.integrate import odeint\n",
    "from IPython.display import set_matplotlib_formats\n",
    "from matplotlib.markers import MarkerStyle\n",
    "\n",
    "set_matplotlib_formats(\"png\", \"pdf\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "muF1o4x8hjn3"
   },
   "source": [
    "# Linear 2D systems and random gene networks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "KWxVioQQhjn3"
   },
   "source": [
    "The goal of this exercise is to understand the fixed points and their\n",
    "stability in linear 2D systems. This will be the basis for the analysis\n",
    "of nonlinear 2D systems. The general form of a linear system in 2D can be written as: \n",
    "\\begin{equation}\n",
    "x'=ax+by\n",
    "\\end{equation}\n",
    "\n",
    "\\begin{equation}\n",
    "y'=cx+dy\n",
    "\\end{equation}\n",
    "\n",
    "$ \\; a,b,c,d\\in\\mathbb{R}$\n",
    "The general solution can be written as \n",
    "$$\n",
    "\\boldsymbol{X}(t)=c_{1}\\boldsymbol{v}_{1}e^{\\lambda_{1}t}+c_{2}\\boldsymbol{v}_{2}e^{\\lambda_{2}t}\n",
    "$$\n",
    " where $\\boldsymbol{X}(t)=(x(t),y(t))$. Here, $c_{i}$ are the coefficients and\n",
    "$\\boldsymbol{v}_{i}$ are the eigenvectors of the matrix $M=\\begin{pmatrix}a & b\\\\\n",
    "c & d\n",
    "\\end{pmatrix}$ with eigenvalues $\\lambda_{i}$. Notice that the eigenvalues, eigenvectors,\n",
    "and coefficients can be complex numbers. For the notation, we use $\\tau = trace(M)$ and $\\Delta = det(M)$.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "J6bBDTdDhjn4"
   },
   "source": [
    "## An unstable fixed point in 2D (Paper and pencil & Python)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "8idbSN6Ohjn4"
   },
   "source": [
    "Consider the 2-dimensional linear system\n",
    "\n",
    "$$\n",
    "\\begin{array}{c}\n",
    "x'=3x+1y\\\\\n",
    "y'=2x+2y\n",
    "\\end{array}\n",
    "$$\n",
    "\n",
    "\n",
    "**1. Write this system in matrix form. Compute the eigenvalues and the corresponding eigenvectors.**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "tNLC9Urkhjn5"
   },
   "source": [
    "The matrix form for the system is \n",
    ">$$\n",
    "\\begin{pmatrix}x'\\\\\n",
    "y'\n",
    "\\end{pmatrix}=\\begin{pmatrix}3 & 1\\\\\n",
    "2 & 2\n",
    "\\end{pmatrix}\\begin{pmatrix}x\\\\\n",
    "y\n",
    "\\end{pmatrix}\n",
    "$$ \n",
    "\n",
    "\n",
    ">$$\\triangle\\left[\\begin{pmatrix}3 & 1\\\\\n",
    "2 & 2\n",
    "\\end{pmatrix}-\\lambda\\begin{pmatrix}1 & 0\\\\\n",
    "0 & 1\n",
    "\\end{pmatrix}\\right]=0\\Rightarrow\n",
    "$$\n",
    "$$\n",
    "\\Rightarrow\\left(3-\\lambda\\right)\\left(2-\\lambda\\right)-2= 0\\rightarrow\\lambda^{2}-5\\lambda+4=0\n",
    "\\Rightarrow\\lambda_{1}=1,\\:\\lambda_{2}=4\n",
    "$$\n",
    "Eigenvectors: $\\boldsymbol{v}_{1}=\\begin{pmatrix}1\\\\\n",
    "-2\n",
    "\\end{pmatrix}$ et $\\boldsymbol{v}_{2}=\\begin{pmatrix}1\\\\\n",
    "1\n",
    "\\end{pmatrix}$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "w0DnG1I6hjn6"
   },
   "source": [
    "**2. Write down the general solution for this system.**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "rX_mmtA_hjn6"
   },
   "source": [
    ">$$\n",
    "\\boldsymbol{X}\\left(t\\right)=c_{1}\\begin{pmatrix}1\\\\\n",
    "-2\n",
    "\\end{pmatrix}e^{1t}+c_{2}\\begin{pmatrix}1\\\\\n",
    "1\n",
    "\\end{pmatrix}e^{4t}\n",
    "$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "pSMuyWM7hjn7"
   },
   "source": [
    "**3. Discuss the stability of the fixed point $\\left(0,0\\right)$.**\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "QjDHjw-ohjn8"
   },
   "source": [
    ">$x'=0=3x+y$, so the x-nullcline is given by the line $y=-3x$.\n",
    "\n",
    "\n",
    ">$y'=0=2x+2y$, thus the y-nullcline is given by the line $y=-x$. \n",
    "\n",
    "The intersection of the nullclines is always $(0,0)$ for 2D linear systems.\n",
    "Here, it is an unstable fixed point since both eigenvalues are positive\n",
    "(the exponentials grow in time). Moreover, $\\tau=5$, $\\Delta=4$ and $\\tau^{2}-4\\Delta>0$ (cf. exercise 2). In general, the sign\n",
    "of the real part of the eigenvalues determines the stability of the fixed point.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "XF_-IcKxhjn8"
   },
   "source": [
    "**4. Compute the trajectory for the initial condition $\\left(x_{0},y_{0}\\right)=\\left(5,3\\right)$ at $t=0$.\n",
    "Discuss its properties.**\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "HnYCOYSAhjn9"
   },
   "source": [
    ">Compute the coefficients: $\\boldsymbol{X}\\left(0,0\\right)=\\begin{pmatrix}5,3\n",
    " \\end{pmatrix}=c_{1}\\begin{pmatrix}1\\\\\n",
    "-2\n",
    "\\end{pmatrix}+c_{2}\\begin{pmatrix}1\\\\\n",
    "-2\n",
    "\\end{pmatrix}\\rightarrow\\left(c_{1},c_{2}\\right)=\\left(2/3 , 13/3\\right)$  \n",
    "Therefore the solution is $\\boldsymbol{X}(t)=\n",
    "\\frac{2}{3} \\begin{pmatrix}1\\\\\n",
    "-2\n",
    "\\end{pmatrix}e^{t} + \\frac{13}{3} \\begin{pmatrix}1\\\\\n",
    "1\n",
    "\\end{pmatrix}e^{4t}$  \n",
    "The trajectory starts at (5,3) and moves exponentially away from the\n",
    "fixed point in the direction of both eigenvectors.\n",
    "For long times, the trajectory is parallel to the fast direction $\\boldsymbol{v}_{2}$\n",
    "(because $e^{4t}\\stackrel{t\\rightarrow+\\infty}{\\gg}e^{t}$). For\n",
    "times $t\\rightarrow-\\infty$, the trajectory is parallel to the slow\n",
    "direction $\\boldsymbol{v}_{1}$ (because $e^{4t}\\stackrel{t\\rightarrow-\\infty}{\\ll}e^{t}$).\n",
    "Therefore, the trajectory leaves at the origin and\n",
    "first moves parallel to the slow direction.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "tBzpsjw1hjn9"
   },
   "source": [
    "**5. Sketch the vector field for this system and represent the trajectory\n",
    "from 4. Start by sketching the eigenvectors, calculating and sketching\n",
    "the nullclines. What are the properties of a vector field along the\n",
    "nullclines? Complete the vector field using these properties.**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "vR_7QwzHhjn-"
   },
   "source": [
    "**6. Verify your sketch using the function np.quiver in conjunction with np.meshgrid (look at the Documentation)**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "jdQeg9hyhjn-"
   },
   "source": [
    "Along the nullcline $x'=0$, the vector field is vertical. On $y'=0$, it is horizontal."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "id": "qZX0q_Yphjn-",
    "outputId": "eebd9d83-f6cc-43f9-d4bd-22804498472a"
   },
   "outputs": [
    {
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",
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# define the function domain\n",
    "xdomain = np.linspace(-10, 10, 20)\n",
    "ydomain = np.linspace(-10, 10, 20)\n",
    "x, y = np.meshgrid(xdomain, ydomain)  # grid for both coordinates\n",
    "\n",
    "# compute the derivatives for all points of the grid\n",
    "dx = 3 * x + 1 * y\n",
    "dy = 2 * x + 2 * y\n",
    "\n",
    "# normalize\n",
    "temp = dx / (dx**2 + dy**2) ** 0.5\n",
    "dy = dy / (dx**2 + dy**2) ** 0.5\n",
    "dx = temp\n",
    "\n",
    "# plot the vectorfield, eigenvectors and nullclines\n",
    "plt.figure(figsize=(10, 10))  # initialize an empty square figure\n",
    "plt.quiver(x, y, dx, dy, color=\"lightblue\")  # plot the vectorfield\n",
    "\n",
    "plt.plot(xdomain, -2*xdomain, c=\"magenta\", label=\"v1\")\n",
    "plt.plot(xdomain, xdomain, c=\"red\", label=\"v2\")\n",
    "\n",
    "plt.plot(xdomain, -(3)*xdomain , c=\"green\", ls=\"--\", label=\"x-nullcline\")\n",
    "plt.plot(xdomain, -1*xdomain , c=\"blue\", ls=\"--\", label=\"y-nullcline\")\n",
    "\n",
    "# plot some selected trajectories\n",
    "x0_conditions = [\n",
    "    (5, 3),\n",
    "    (-6, 0),\n",
    "    (2.5, 1),\n",
    "    (2, -2),\n",
    "    (-4, 3),\n",
    "]  # initialize different initial conditions\n",
    "time_domain = np.linspace(0, 3, 100)\n",
    "\n",
    "for x0 in x0_conditions:\n",
    "    [C1, C2] = np.linalg.solve([[1, 1], [1, -2]], x0)\n",
    "    X1 = C1 * 1 * np.exp(4 * time_domain) + C2 * 1 *np.exp(1 * time_domain)\n",
    "    X2 = C1 * 1 * np.exp(4 * time_domain) + C2 * -2 * np.exp(1 * time_domain)\n",
    "    plt.plot(X1, X2, color=\"black\")\n",
    "\n",
    "# adjust figure parameters\n",
    "plt.xlim([-10, 10])\n",
    "plt.ylim([-10, 10])\n",
    "plt.xlabel(\"x\")\n",
    "plt.ylabel(\"y\")\n",
    "plt.legend()\n",
    "plt.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "0HKduyCghjoA"
   },
   "source": [
    "## Fixed point properties of random 2 genes network (Python)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "qwS5H8WphjoA"
   },
   "source": [
    "The goal of this exercise is to practice your Python programming while writing modular code that you will be able to reuse in the next sessions.\n",
    "\n",
    "Assume that the activities of genes $x$ and $y$ influence each other according to the following simplified linear model\n",
    "\n",
    "$$\n",
    "\\begin{pmatrix}\n",
    "\\dot x\\\\\n",
    "\\dot y\n",
    "\\end{pmatrix}\n",
    "=\\begin{pmatrix}a & b\\\\\n",
    "c & d\n",
    "\\end{pmatrix}\\begin{pmatrix}x\\\\\n",
    "y\n",
    "\\end{pmatrix}=M\\begin{pmatrix}x\\\\\n",
    "y\n",
    "\\end{pmatrix}\n",
    "$$\n",
    "\n",
    "in which the parameters $a,b,c,d$ are taken as random real numbers.\n",
    "Explore the stability properties\n",
    "of the fixed point $(0,0)$ in this model.\n",
    "\n",
    "_Remark_: Ignore for a while that this model may not be very realistic to describe biochemical processes.\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "E9TQ-KKxhjoB"
   },
   "source": [
    "**1. Write a function named `stability` which determines, based on the interaction matrix $M$, the stability of the fixed point $(0, 0)$.**\n",
    "\n",
    "Indices:\n",
    "\n",
    "* This function should take one input argument `M` and output one argument `type_fp`. \n",
    "\n",
    "* It should compute the trace $\\tau$ and the determinant $\\Delta$ of `M`.\n",
    "\n",
    "* With control statements (if, elif, else), it should determine the stability (stable or unstable fixed points, saddle points, stable or unstable spirals) of the fixed point using the classification scheme below and return it as a string in the variable `type_fp`.\n",
    "\n",
    "* You can reduce the number of logical tests by separating the fixed points _vs_ spiral _vs_ saddle and stable _vs_ unstable decision and concatenating the two resulting strings.\n",
    "\n",
    "_Hint: use the trace and determinant of the matrix as illustrated in the figure below._\n",
    "![](trace_det_ex_4.png \"Title\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "id": "a-SY-4AFhjoB"
   },
   "outputs": [],
   "source": [
    "def stability(M):\n",
    "    tau = M[0, 0] + M[1, 1]\n",
    "    delta = M[0, 0] * M[1, 1] - M[1, 0] * M[0, 1]\n",
    "    if delta < 0:\n",
    "        type_fp = \"saddle point\"\n",
    "    elif delta == 0:\n",
    "        type_fp = \"non-isolated fp\"\n",
    "    else:\n",
    "        if tau**2 - 4 * delta < 0:\n",
    "            type_fp_2 = \"spiral\"\n",
    "        elif tau**2 - 4 * delta == 0:\n",
    "            type_fp_2 = \"star\"\n",
    "        else:\n",
    "            type_fp_2 = \"FP\"\n",
    "\n",
    "        if tau < 0:\n",
    "            type_fp = \"stable \" + type_fp_2\n",
    "        elif tau == 0:\n",
    "            type_fp = \"center \"\n",
    "        else:\n",
    "            type_fp = \"unstable \" + type_fp_2\n",
    "    return type_fp"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "VW4vBA6KhjoB"
   },
   "source": [
    "**2. Test your code using the matrix provided in Exercise 1 above.**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "id": "uYu-3rDnhjoB",
    "outputId": "a2b58ab1-8ff2-4407-fdc9-5c33f102987f"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "unstable FP\n"
     ]
    }
   ],
   "source": [
    "# matrix from exercise 1\n",
    "M = np.array([[1, 4], [-2, 7]])\n",
    "print(stability(M))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "iBuOCgu6hjoC"
   },
   "source": [
    "**3. Let's now sample randomly the possible values of $M$ and determine the proportion of each type of fixed point.**\n",
    "\n",
    "Write a script that allows you to generate N different random matrices. Your script can perform the following steps: \n",
    "1. For the matrix entries (2x2 matrix), use a uniform distribution on the interval $[-1,1]$. You can use the function  `np.random.rand()` (look at the Documentation)\n",
    "2. As an output of your result, you can generate a histogram showing the different type of fixed points found.\n",
    "3. Test your code for 200 samples. Then, increase this value. Which proportions do you find?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "id": "_l4ryURahjoC",
    "outputId": "484c6f45-38e8-40ed-a79f-60cab7aa2359"
   },
   "outputs": [
    {
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",
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "N = 1000\n",
    "l_type_fp = []\n",
    "# generate N random matrices\n",
    "for n in range(N):\n",
    "    M = (\n",
    "        np.random.rand(2, 2) * 2 - 1\n",
    "    )  # x*2-1 with x between 0 and 1 guarantees a results between -1 and 1\n",
    "    type_fp = stability(M)\n",
    "    l_type_fp.append(type_fp)  # fill a list with the different types of fp\n",
    "plt.hist(l_type_fp, histtype=\"barstacked\")  # make a histogram from the list\n",
    "plt.ylabel(\"Fraction\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "QMjpZsAChjoC"
   },
   "source": [
    "The proportions tend to (approximately) $\\frac{1}{12}$ of stable and unstable fixed points, $\\frac{1}{6}$ of stable and unstable spirals, and $\\frac{1}{2}$ of saddle points..\n",
    "\n",
    "If we want to see how our random matrices are actually distributed in the $\\tau-\\Delta$ plane, it's very easy:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "id": "GKOezcN8hjoD",
    "outputId": "a77906d2-f9bc-468a-b302-634f9772d8b5"
   },
   "outputs": [
    {
     "data": {
      "application/pdf": 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",
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "N = 5000\n",
    "dic_result = {\n",
    "    \"saddle point\": [],\n",
    "    \"unstable FP\": [],\n",
    "    \"stable FP\": [],\n",
    "    \"unstable spiral\": [],\n",
    "    \"stable spiral\": [],\n",
    "}\n",
    "# generate N random matrices\n",
    "for n in range(N):\n",
    "    M = (\n",
    "        np.random.rand(2, 2) * 2 - 1\n",
    "    )  # x*2-1 with x between 0 and 1 guarantees a results between -1 and 1\n",
    "    tau = M[0, 0] + M[1, 1]\n",
    "    delta = M[0, 0] * M[1, 1] - M[1, 0] * M[0, 1]\n",
    "    type_fp = stability(M)\n",
    "    dic_result[type_fp].append([delta, tau])\n",
    "\n",
    "\n",
    "for type_fp, coordinates in dic_result.items():\n",
    "    # convert the list of coordinates into a 2d-array\n",
    "    coordinates = np.array(coordinates)\n",
    "    # make a scatterplot for all coordinates of a given type of fp\n",
    "    plt.scatter(coordinates[:, 0], coordinates[:, 1], label=type_fp, s=2)\n",
    "plt.ylabel(r\"$\\tau$\")\n",
    "plt.xlabel(r\"$\\Delta$\")\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "anaconda-cloud": {},
  "colab": {
   "collapsed_sections": [],
   "name": "Solution 4.ipynb",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "plot-env",
   "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": "3.11.5"
  },
  "title": "Exercise 4: Linear 2D systems and random gene networks"
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
