{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "ec5fa894",
   "metadata": {},
   "source": [
    "# Tutorial 3 · An E/I balanced network\n",
    "\n",
    "**What you'll learn.** How to assemble the canonical conductance-based\n",
    "excitatory/inhibitory (COBA) network end to end, run it for a second of\n",
    "biological time, and plot the population spike raster that reveals\n",
    "asynchronous-irregular activity.\n",
    "\n",
    "**Who it's for.** Readers comfortable with {doc}`02-synapse-and-projection`.\n",
    "(Audience: simulation.)\n",
    "\n",
    "This is the Vogels–Abbott (2005) balanced network as described in Brette et al.\n",
    "(2007): 4000 leaky integrate-and-fire neurons (3200 excitatory, 800 inhibitory),\n",
    "sparsely connected, with conductance-based exponential synapses. Excitation and\n",
    "inhibition roughly cancel, so neurons fire irregularly at low rates rather than\n",
    "locking together."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "3f9acf48",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-06-17T09:09:57.207299Z",
     "iopub.status.busy": "2026-06-17T09:09:57.207100Z",
     "iopub.status.idle": "2026-06-17T09:10:01.253094Z",
     "shell.execute_reply": "2026-06-17T09:10:01.251973Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "An NVIDIA GPU may be present on this machine, but a CUDA-enabled jaxlib is not installed. Falling back to cpu.\n"
     ]
    }
   ],
   "source": [
    "import brainpy\n",
    "import brainstate\n",
    "import braintools\n",
    "import brainunit as u\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce46af48",
   "metadata": {},
   "source": [
    "## Build the network\n",
    "\n",
    "A single shared population `N` holds all 4000 neurons. Two projections feed back\n",
    "onto it: an excitatory one (reversal potential 0 mV, fast 5 ms synapses) and an\n",
    "inhibitory one (reversal potential −80 mV, slower 10 ms synapses). Each\n",
    "projection uses one `AlignPostProj` — the postsynaptic-aligned state means the\n",
    "whole network's synaptic memory is just `O(N)`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6b5180e2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-06-17T09:10:01.256123Z",
     "iopub.status.busy": "2026-06-17T09:10:01.255619Z",
     "iopub.status.idle": "2026-06-17T09:10:01.261265Z",
     "shell.execute_reply": "2026-06-17T09:10:01.260710Z"
    }
   },
   "outputs": [],
   "source": [
    "class EINet(brainstate.nn.Module):\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "        self.n_exc = 3200\n",
    "        self.n_inh = 800\n",
    "        self.num = self.n_exc + self.n_inh\n",
    "        self.N = brainpy.state.LIFRef(\n",
    "            self.num,\n",
    "            V_rest=-60. * u.mV, V_th=-50. * u.mV, V_reset=-60. * u.mV,\n",
    "            tau=20. * u.ms, tau_ref=5. * u.ms,\n",
    "            V_initializer=braintools.init.Normal(-55., 2., unit=u.mV),\n",
    "        )\n",
    "        self.E = brainpy.state.AlignPostProj(\n",
    "            comm=brainstate.nn.EventFixedProb(\n",
    "                self.n_exc, self.num, conn_num=0.02, conn_weight=0.6 * u.mS),\n",
    "            syn=brainpy.state.Expon.desc(self.num, tau=5. * u.ms),\n",
    "            out=brainpy.state.COBA.desc(E=0. * u.mV),\n",
    "            post=self.N,\n",
    "        )\n",
    "        self.I = brainpy.state.AlignPostProj(\n",
    "            comm=brainstate.nn.EventFixedProb(\n",
    "                self.n_inh, self.num, conn_num=0.02, conn_weight=6.7 * u.mS),\n",
    "            syn=brainpy.state.Expon.desc(self.num, tau=10. * u.ms),\n",
    "            out=brainpy.state.COBA.desc(E=-80. * u.mV),\n",
    "            post=self.N,\n",
    "        )\n",
    "\n",
    "    def update(self, t, inp):\n",
    "        with brainstate.environ.context(t=t):\n",
    "            spk = self.N.get_spike() != 0.\n",
    "            self.E(spk[:self.n_exc])      # excitatory neurons -> all\n",
    "            self.I(spk[self.n_exc:])      # inhibitory neurons -> all\n",
    "            self.N(inp)\n",
    "            return self.N.get_spike()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46c9aab7",
   "metadata": {},
   "source": [
    "## Simulate one second\n",
    "\n",
    "We use `dt = 0.1 ms` and run for 1000 ms, injecting a constant background\n",
    "current. `for_loop` compiles the whole 10000-step rollout once and returns the\n",
    "stacked spike matrix; the optional progress bar reports compilation/run\n",
    "progress."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "84b59b64",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-06-17T09:10:01.262889Z",
     "iopub.status.busy": "2026-06-17T09:10:01.262532Z",
     "iopub.status.idle": "2026-06-17T09:10:07.107901Z",
     "shell.execute_reply": "2026-06-17T09:10:07.107210Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8d38267ffe8e4fb5886fd029b8d01c8a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/10000 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "spike matrix: (10000, 4000) (time steps x neurons)\n"
     ]
    }
   ],
   "source": [
    "net = EINet()\n",
    "brainstate.nn.init_all_states(net)\n",
    "\n",
    "with brainstate.environ.context(dt=0.1 * u.ms):\n",
    "    times = u.math.arange(0. * u.ms, 1000. * u.ms, brainstate.environ.get_dt())\n",
    "    spikes = brainstate.transform.for_loop(\n",
    "        lambda t: net.update(t, 20. * u.mA), times,\n",
    "        pbar=brainstate.transform.ProgressBar(10),\n",
    "    )\n",
    "\n",
    "print('spike matrix:', spikes.shape, '(time steps x neurons)')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d5ecbe97",
   "metadata": {},
   "source": [
    "## Raster plot\n",
    "\n",
    "`u.math.where` over the spike matrix gives the (time-index, neuron-index) pairs\n",
    "to scatter."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1e8e4fc5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-06-17T09:10:07.109962Z",
     "iopub.status.busy": "2026-06-17T09:10:07.109539Z",
     "iopub.status.idle": "2026-06-17T09:10:08.776940Z",
     "shell.execute_reply": "2026-06-17T09:10:08.776031Z"
    }
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t_idx, n_idx = u.math.where(spikes)\n",
    "plt.figure(figsize=(8, 5))\n",
    "plt.scatter(times[t_idx].to_decimal(u.ms), n_idx, s=1, color='k')\n",
    "plt.xlabel('Time (ms)')\n",
    "plt.ylabel('Neuron index')\n",
    "plt.title('COBA E/I network — asynchronous irregular firing')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7deefafd",
   "metadata": {},
   "source": [
    "## See also\n",
    "\n",
    "- {doc}`04-train-an-snn` — switch from simulating a fixed network to *training*\n",
    "  one.\n",
    "- {doc}`../howto/sim-coba-cuba-synapses` — the current-based (CUBA) counterpart\n",
    "  of this network.\n",
    "- {doc}`../howto/sim-reproduce-a-paper` — reproduce a published oscillation\n",
    "  result.\n",
    "- {doc}`/examples/brainpy-gallery` — more complete simulation scripts."
   ]
  }
 ],
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