From 51955e4246a386cfd68a5c0be536b8c5ddcfeab4 Mon Sep 17 00:00:00 2001 From: Michael Zargham Date: Sat, 1 Aug 2020 19:18:50 -0700 Subject: [PATCH] saturday work session mostly focused on data formatting and some data viz. minor refactors on some of the social systems logic in preparation for this weeks workshop --- v2/Aragon_Conviction_Voting_Model.ipynb | 774 +++++++----------- v2/images/stockflow_cv_trigger.png | Bin 186324 -> 145034 bytes .../__pycache__/economyconfig.cpython-36.pyc | Bin 1099 -> 1046 bytes .../__pycache__/genesis_states.cpython-36.pyc | Bin 269 -> 305 bytes .../partial_state_update_block.cpython-36.pyc | Bin 665 -> 759 bytes v2/model/__pycache__/run.cpython-36.pyc | Bin 7430 -> 7563 bytes v2/model/economyconfig.py | 2 +- ...conviction_helper_functions.cpython-36.pyc | Bin 14892 -> 16123 bytes .../__pycache__/initialization.cpython-36.pyc | Bin 2283 -> 663 bytes .../__pycache__/participants.cpython-36.pyc | Bin 4180 -> 4936 bytes .../__pycache__/proposals.cpython-36.pyc | Bin 2267 -> 3197 bytes .../model/__pycache__/system.cpython-36.pyc | Bin 2479 -> 2958 bytes v2/model/model/conviction_helper_functions.py | 166 +++- v2/model/model/initialization.py | 66 +- v2/model/model/participants.py | 30 +- v2/model/model/proposals.py | 8 +- v2/model/model/system.py | 23 +- 17 files changed, 456 insertions(+), 613 deletions(-) diff --git a/v2/Aragon_Conviction_Voting_Model.ipynb b/v2/Aragon_Conviction_Voting_Model.ipynb index f323f93..96f335a 100644 --- a/v2/Aragon_Conviction_Voting_Model.ipynb +++ b/v2/Aragon_Conviction_Voting_Model.ipynb @@ -78,15 +78,14 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, + "metadata": { + "tags": [] + }, "outputs": [ { - "name": "stderr", "output_type": "stream", - "text": [ - "/home/aclarkdata/anaconda3/lib/python3.7/site-packages/statsmodels/tools/_testing.py:19: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n", - " import pandas.util.testing as tm\n" - ] + "name": "stdout", + "text": "for reference: max conviction = 4.394571745651725in log10 units\n" } ], "source": [ @@ -97,7 +96,12 @@ "beta = .2 #later we should set this to be param so we can sweep it\n", "# tuning param for the trigger function\n", "rho = .001\n", - "alpha = 1 - 0.9999599" + "#alpha = 1 - 0.9999599 #native timescale for app as in contract code\n", + "alpha = .5**3 #timescale set in days with 3 day halflife (from comments in contract comments)\n", + "supply= 21706 \n", + "\n", + "mcv = supply/(1-alpha)\n", + "print('for reference: max conviction = '+str(np.log10(mcv))+'in log10 units')" ] }, { @@ -106,26 +110,27 @@ "metadata": {}, "outputs": [], "source": [ - "supply_sweep = trigger_sweep('effective_supply',trigger_threshold,beta,rho,alpha)\n", - "alpha_sweep = trigger_sweep('alpha',trigger_threshold,beta,rho,alpha)" + "supply_sweep = trigger_sweep('effective_supply',trigger_threshold,beta,rho,alpha, supply)\n", + "alpha_sweep = trigger_sweep('alpha',trigger_threshold,beta,rho,alpha, supply)" ] }, { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "tags": [] + }, "outputs": [ { + "output_type": "display_data", "data": { - "image/png": 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\n" }, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ @@ -138,7 +143,7 @@ "source": [ "### Resolving Passed Proposals\n", "\n", - "![](https://i.imgur.com/lmOl9HE.png)\n", + "![image](.\\images\\stockflow_cv_trigger.png)\n", "\n", "\n", "## Social Systems Modeling\n", @@ -237,7 +242,7 @@ " 'completion': check_progress \n", " },\n", " 'variables': { \n", - " 'sentiment': update_sentiment_on_completion, #note completing decays sentiment, completing bumps it\n", + " 'sentiment': update_sentiment_on_completion, #not completing projects decays sentiment, completing bumps it\n", " 'network': complete_proposal\n", " }\n", "},\n", @@ -352,14 +357,12 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "{'N': 1, 'T': range(0, 100), 'M': [{}], 'simulation_id': 0, 'run_id': 0}" - ] + "text/plain": "{'N': 1, 'T': range(0, 183), 'M': [{}], 'simulation_id': 0, 'run_id': 0}" }, - "execution_count": 6, "metadata": {}, - "output_type": "execute_result" + "execution_count": 6 } ], "source": [ @@ -372,25 +375,12 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "[{'policies': {'random': },\n", - " 'variables': {'network': ,\n", - " 'funds': }},\n", - " {'policies': {'completion': },\n", - " 'variables': {'sentiment': ,\n", - " 'network': }},\n", - " {'policies': {'release': },\n", - " 'variables': {'funds': ,\n", - " 'sentiment': ,\n", - " 'network': }},\n", - " {'policies': {'participants_act': },\n", - " 'variables': {'network': }}]" - ] + "text/plain": "[{'policies': {'random': },\n 'variables': {'network': ,\n 'funds': }},\n {'policies': {'completion': },\n 'variables': {'sentiment': ,\n 'network': }},\n {'policies': {'release': },\n 'variables': {'funds': ,\n 'sentiment': ,\n 'network': }},\n {'policies': {'participants_act': },\n 'variables': {'network': }}]" }, - "execution_count": 7, "metadata": {}, - "output_type": "execute_result" + "execution_count": 7 } ], "source": [ @@ -435,91 +425,31 @@ "\n", "# Parameters\n", "# maximum share of funds a proposal can take\n", - "beta = .2 #later we should set this to be param so we can sweep it\n", + "beta = .2\n", "# tuning param for the trigger function\n", "rho = 0.002\n", - "alpha = 1 - 0.9999599\n", + "#alpha = 1 - 0.9999599 #native timescale for app as in contract code\n", + "alpha = .5**3 #timescale set in days with 3 day halflife (from comments in contract comments)\n", + "\n", "supply = 21706 # Honey supply balance as of 7-17-2020 \n", "initial_sentiment = .9\n", "\n", "\n", "n= 24 #initial participants\n", - "m= 3 #initial proposals\n", + "m= 5 #initial proposals\n", "\n", "\n", "sensitivity = .75\n", - "tmin = 7 #unit days; minimum periods passed before a proposal can pass\n", + "tmin = 0 #unit days; minimum periods passed before a proposal can pass\n", "min_supp = 50 #number of tokens that must be stake for a proposal to be a candidate\n", "base_completion_rate = 100\n", "base_failure_rate = 200 \n", "\n", "initial_funds = 48000 # in xDai\n", "\n", - "def initialize_network(n,m, inital_funds, supply):\n", - " '''\n", - " Definition:\n", - " Function to initialize network x object\n", "\n", - " Parameters:\n", - "\n", - " Assumptions:\n", - "\n", - " Returns:\n", - "\n", - " Example:\n", - " '''\n", - " # initilize network x graph\n", - " network = nx.DiGraph()\n", - " # create participant nodes with type and token holding\n", - " for i in range(n):\n", - " network.add_node(i)\n", - " network.nodes[i]['type']= \"participant\"\n", - " \n", - " h_rv = expon.rvs(loc=0.0, scale= supply/n)\n", - " network.nodes[i]['holdings'] = h_rv # SOL check\n", - " \n", - " s_rv = np.random.rand() \n", - " network.nodes[i]['sentiment'] = s_rv\n", - " \n", - " participants = get_nodes_by_type(network, 'participant')\n", - " initial_supply = np.sum([ network.nodes[i]['holdings'] for i in participants])\n", - " \n", - " \n", - " # Generate initial proposals\n", - " for ind in range(m):\n", - " j = n+ind\n", - " network.add_node(j)\n", - " network.nodes[j]['type']=\"proposal\"\n", - " network.nodes[j]['conviction'] = 0\n", - " network.nodes[j]['status'] = 'candidate'\n", - " network.nodes[j]['age'] = 0\n", - " \n", - " r_rv = gamma.rvs(3,loc=0.001, scale=100)\n", - " network.nodes[j]['funds_requested'] = r_rv\n", - " \n", - " network.nodes[j]['trigger']= trigger_threshold(r_rv, initial_funds, initial_supply,beta,rho,alpha)\n", - " \n", - " for i in range(n):\n", - " network.add_edge(i, j)\n", - " \n", - " rv = np.random.rand()\n", - " a_rv = np.random.uniform(-1,1,1)[0]\n", - " network.edges[(i, j)]['affinity'] = a_rv\n", - " network.edges[(i, j)]['tokens'] = 0\n", - " network.edges[(i, j)]['conviction'] = 0\n", - " network.edges[(i, j)]['type'] = 'support'\n", - " \n", - " proposals = get_nodes_by_type(network, 'proposal')\n", - " total_requested = np.sum([ network.nodes[i]['funds_requested'] for i in proposals])\n", - " \n", - " network = initial_conflict_network(network, rate = .25)\n", - " network = initial_social_network(network, scale = 1)\n", - " \n", - " return network, initial_funds\n", "#initializers\n", - "network, initial_funds = initialize_network(n,m,initial_funds,supply)\n", - "\n", - "\n", + "network = initialize_network(n,m,initial_funds,supply)\n", "\n", "# Create initial states\n", "genesis_states = { \n", @@ -536,16 +466,12 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "{'network': ,\n", - " 'funds': 48000,\n", - " 'sentiment': 0.9}" - ] + "text/plain": "{'network': ,\n 'funds': 48000,\n 'sentiment': 0.9}" }, - "execution_count": 9, "metadata": {}, - "output_type": "execute_result" + "execution_count": 9 } ], "source": [ @@ -586,16 +512,12 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "{'type': 'participant',\n", - " 'holdings': 893.6452645743616,\n", - " 'sentiment': 0.102446375901169}" - ] + "text/plain": "{'type': 'participant',\n 'holdings': 495.78209033486826,\n 'sentiment': 0.5799948558717277}" }, - "execution_count": 11, "metadata": {}, - "output_type": "execute_result" + "execution_count": 11 } ], "source": [ @@ -609,26 +531,23 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "Text(0, 0.5, 'Count of Participants')" - ] + "text/plain": "Text(0, 0.5, 'Count of Participants')" }, - "execution_count": 12, "metadata": {}, - "output_type": "execute_result" + "execution_count": 12 }, { + "output_type": "display_data", "data": { - "image/png": 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GbeOXtLqkP0t6QtJjkv4kafV2BGdmZiOvzMnd44GTgDcCKwMnAydUGZSZmVWnTOJfKiKOiYh5+XEshev5zcxsdClzcvdsSVOBE0m9bX4c+Iuk5QHK3pTFzMwWDGUS/8fy8380jN+V9EPg9n4zs1GkzFU9k9oRiJmZtUezm61vFREXSfpwf9Mj4rTqwjIzs6o02+P/N+AiYKd+pgXgxG9mNgo1u9n6d/Lz3u0Lx8zMqlbmD1zfkzS+MDxB0nerDcvMzKpS5jr+7SLi6b6BiHgK2L66kMzMrEplEv8YSYv3DUhaEli8yfxmZrYAK3Md/3HAhZKOysN7A7+vLiQzM6tSmev4vy/pJmDrPOqQiDi32rDMzKwqZfb4iYizgbMrjsXMzNpgwDZ+SZfn5zmSZhcecyTNLluApDGSrpd05uBzm5lZ1Zpdx795fh43zDK+BNxOunOXmZl1WJnr+I8pM26AZVcFdgCOGHpoZmZWhTJt/G8vDkgaC7yr5Pp/DBwADHjUIGkKMAWgu7u75GoXHD1Tz+pY2TMO26FjZZvZ6NWsjf9ASXOAdYvt+8CjwJ8GW7GkHYHHIuLaZvNFxLSI6I2I3q6urqHGb2ZmQzRg4o+IQ4HlgKMjYtn8GBcRK0TEgSXWvRmws6QZpJu4bCXp2BGJ2szMWta0jT8iXgE2bGXFEXFgRKwaET2km7ZcFBG7t7IuMzMbOWW6bLhOUkvJ38zMFjxlTu5uBOwm6T7gWUBARMS6ZQuJiEuAS1oJ0MzMRlaZxP+ByqMwM7O2KdNXz30Akt4ALFF5RGZmVqkyf+DaWdJdwL3ApcAM3G+PmdmoVebk7iHAxsA/I2ISqZfOKyqNyszMKlMm8b8UEbOARSQtEhEXA70Vx2VmZhUpc3L3aUnLAJcBx0l6jHR1j5mZjUJl9vh3Bp4DvgycA9wD7FRlUGZmVp0B9/glbQRMA9YAbgY+GRG+5aKZ2SjXbI//F8DXgBWAw4H/bUtEZmZWqWaJf5GIOD8iXoiIkwF3nWlmthBodnJ3vKQPDzQcEadVF5aZmVWlWeK/lPlP4haHA3DiNzMbhZrdc3fvdgZiZmbtUeZyTjMzW4g48ZuZ1Uyze+5+ND9Pal84ZmZWtWZ7/H331T21HYGYmVl7NLuqZ5ak84BJks5onBgRO1cXlpmZVaVZ4t8B2AA4BvhRe8IxM7OqNbuc80XgCkmbRsTjuYdOImJu26IzM7MRV+aqnomSrgduBW6TdK2kdSqOy8zMKlIm8U8DvhIRb4qIbuCreVxTkpaQdJWkGyXdKung4QZrZmbDV+ZGLEvnu24BEBGXSFq6xHIvAFtFxFxJiwKXSzo7InzbRjOzDiqT+KdL+k/SSV6A3YHpgy0UEQH0nQ9YND+ilSDNzGzklEn8+wAHkzplC+CvedygJI0BrgXWBH4REVf2M88UYApAd3d3uagNgJ6pZ3Wk3BmH7dCRcs1sZAya+CPiKeCLraw8Il4G1pM0Hjhd0joRcUvDPNPI5wx6e3t9RGBmVrG29NUTEU8DFwPbtqM8MzMbWGWJX1JX3tNH0pLA+4E7qirPzMzKGTTxS9qszLh+rARcLOkm4Grg/Ig4c+ghmpnZSCpzcvdnpK4bBhs3n4i4CVi/xbjMzKwiAyZ+SZsAmwJdkr5SmLQsMKbqwMzMrBrN9vgXA5bJ84wrjJ8NfKTKoMzMrDrNOmm7FLhU0u8i4r42xmRmZhUq08a/uKRpQE9x/ojYqqqgzMysOmUS/8nAr4AjgJerDcfMzKpWJvHPi4hfVh6JmZm1RZk/cP1Z0r6SVpK0fN+j8sjMzKwSZfb498zP+xfGBbD6yIdjZmZVK9NJ26R2BGJmZu0xaOKX9In+xkfE0SMfjpmZVa1MU8+GhddLAFsD1wFO/GZmo1CZpp4vFIdzj5snVhaRmZlVqpVumZ8F3O5vZjZKlWnj/zOv3St3DPA24KQqgzIzs+qUaeP/YeH1POC+iHiwonjMzKxigzb15M7a7iD10DkBeLHqoMzMrDpl7sD1MeAq4KPAx4ArJblbZjOzUapMU883gQ0j4jFI99IFLgBOqTIwMzOrRpmrehbpS/rZrJLLmZnZAqjMHv85ks4FTsjDHwfOri4kMzOrUpk/cO0v6cPA5nnUtIg4fbDlJK1G+nfvRNLloNMi4ifDCdbMzIav2c3W1wQmRsTfIuI04LQ8fnNJa0TEPYOsex7w1Yi4TtI44FpJ50fEbSMWvZmZDVmztvofk26s3uiZPK2piJgZEdfl13OA24FVWgnSzMxGTrPEPzEibm4cmcf1DKUQST3A+sCVQ1nOzMxGXrM2/vFNpi1ZtgBJywCnAvtFxOuOICRNAaYAdHd3l12t1VTP1LM6HUJtzDhsh06H0Had+ny1u66b7fFfI+nTjSMlfQq4tszKJS1KSvrH5fMErxMR0yKiNyJ6u7q6yqzWzMyGodke/37A6ZJ247VE3wssBnxosBVLEvBb4PaIOHy4gZqZ2cgYMPFHxKPAppK2BNbJo8+KiItKrnszYA/gZkk35HHfiIi/tBytmZkNW5nr+C8GLh7qiiPickCtBGVmZtVx1wtmZjXjxG9mVjNO/GZmNePEb2ZWM078ZmY148RvZlYzTvxmZjXjxG9mVjNO/GZmNePEb2ZWM078ZmY148RvZlYzTvxmZjXjxG9mVjNO/GZmNePEb2ZWM078ZmY148RvZlYzTvxmZjXjxG9mVjNO/GZmNVNZ4pd0pKTHJN1SVRlmZjZ0Ve7x/w7YtsL1m5lZCypL/BFxGfBkVes3M7PWjO10AJKmAFMAuru7OxyNldEz9axOh2Bt0Kn3ecZhO3Sk3Drp+MndiJgWEb0R0dvV1dXpcMzMFnodT/xmZtZeTvxmZjVT5eWcJwD/ANaS9KCkT1ZVlpmZlVfZyd2ImFzVus3MrHVu6jEzqxknfjOzmnHiNzOrGSd+M7OaceI3M6sZJ34zs5px4jczqxknfjOzmnHiNzOrGSd+M7OaceI3M6sZJ34zs5px4jczqxknfjOzmnHiNzOrGSd+M7OaceI3M6sZJ34zs5px4jczqxknfjOzmnHiNzOrmUoTv6RtJd0p6W5JU6ssy8zMyqks8UsaA/wC2A5YG5gsae2qyjMzs3Kq3ON/N3B3REyPiBeBE4FdKizPzMxKGFvhulcBHigMPwhs1DiTpCnAlDw4V9KdLZS1IvBEC8u1g2Nr3YIcn2NrzaCx6fttiuT1OlZvJbd5oPjeNNTyqkz8pUTENGDacNYh6ZqI6B2hkEaUY2vdghyfY2uNY2vdSMZXZVPPQ8BqheFV8zgzM+ugKhP/1cCbJU2StBiwK3BGheWZmVkJlTX1RMQ8SZ8HzgXGAEdGxK0VFTespqKKObbWLcjxObbWOLbWjVh8ioiRWpeZmY0C/ueumVnNOPGbmdXMqE/8ne4WQtJqki6WdJukWyV9KY8/SNJDkm7Ij+0LyxyY471T0gcqjm+GpJtzDNfkcctLOl/SXfl5Qh4vST/Nsd0kaYMK41qrUDc3SJotab9O1ZukIyU9JumWwrgh15OkPfP8d0nas+L4/kfSHTmG0yWNz+N7JD1fqMNfFZZ5V/483J23QRXFNuT3sYrv8gCx/aEQ1wxJN+Tx7a63gXJH9Z+7iBi1D9JJ43uA1YHFgBuBtdscw0rABvn1OOCfpC4qDgK+1s/8a+c4Fwcm5fjHVBjfDGDFhnE/AKbm11OB7+fX2wNnAwI2Bq5s4/v4COmPKB2pN2ALYAPgllbrCVgemJ6fJ+TXEyqMbxtgbH79/UJ8PcX5GtZzVY5ZeRu2qyi2Ib2PVX2X+4utYfqPgG93qN4Gyh2Vf+5G+x5/x7uFiIiZEXFdfj0HuJ30r+WB7AKcGBEvRMS9wN2k7WinXYDf59e/Bz5YGH90JFcA4yWt1IZ4tgbuiYj7msxTab1FxGXAk/2UOZR6+gBwfkQ8GRFPAecD21YVX0ScFxHz8uAVpP/KDCjHuGxEXBEpYxxd2KYRja2Jgd7HSr7LzWLLe+0fA05oto4K622g3FH55260J/7+uoVolnQrJakHWB+4Mo/6fD4kO7LvcI32xxzAeZKuVeoeA2BiRMzMrx8BJnYotj67Mv+Xb0GoNxh6PXXy87gPaW+wzyRJ10u6VNJ78rhVckztim8o72Mn6u49wKMRcVdhXEfqrSF3VP65G+2Jf4EhaRngVGC/iJgN/BJYA1gPmEk6pOyEzSNiA1IvqZ+TtEVxYt6D6dg1vUp/7tsZODmPWlDqbT6drqdmJH0TmAccl0fNBLojYn3gK8DxkpZtc1gL5PvYYDLz73B0pN76yR2vqupzN9oT/wLRLYSkRUlv3HERcRpARDwaES9HxCvAb3itWaKtMUfEQ/n5MeD0HMejfU04+fmxTsSWbQdcFxGP5jgXiHrLhlpPbY9R0l7AjsBuOUmQm1Fm5dfXktrO35JjKTYHVRZfC+9jW+tO0ljgw8AfCjG3vd76yx204XM32hN/x7uFyO2EvwVuj4jDC+OLbeMfAvquKjgD2FXS4pImAW8mnTiqIralJY3re006GXhLjqHvzP+ewJ8KsX0iXz2wMfBM4ZCzKvPtdS0I9VYw1Ho6F9hG0oTctLFNHlcJSdsCBwA7R8RzhfFdSvfDQNLqpLqanmOcLWnj/Ln9RGGbRjq2ob6P7f4uvw+4IyJebcJpd70NlDtox+duuGemO/0gnen+J+nX+ZsdKH9z0qHYTcAN+bE9cAxwcx5/BrBSYZlv5njvZASuDmgS2+qkqyNuBG7tqx9gBeBC4C7gAmD5PF6km+fck2PvrbjulgZmAcsVxnWk3kg/PjOBl0htpJ9spZ5Ibe1358feFcd3N6ltt+9z96s87//L7/cNwHXAToX19JKS8D3Az8n/3q8gtiG/j1V8l/uLLY//HfCZhnnbXW8D5Y7KP3fussHMrGZGe1OPmZkNkRO/mVnNOPGbmdWME7+ZWc048ZuZ1YwTv3WcpA9KCklv7XAc+0laaojLvCf3rHi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\n" }, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ @@ -645,28 +564,25 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Participants Social Network')" - ] + "text/plain": "Text(0.5, 1.0, 'Participants Social Network')" }, - "execution_count": 13, "metadata": {}, - "output_type": "execute_result" + "execution_count": 13 }, { + "output_type": "display_data", "data": { - "image/png": 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\n", 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\n" }, - "metadata": {}, - "output_type": "display_data" + "metadata": {} } ], "source": [ - "nx.draw_kamada_kawai(network, nodelist = participants, edgelist=influencers)\n", + "nx.draw_spring(network, nodelist = participants, edgelist=influencers)\n", "plt.title('Participants Social Network')" ] }, @@ -676,19 +592,12 @@ "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "{'type': 'proposal',\n", - " 'conviction': 0,\n", - " 'status': 'candidate',\n", - " 'age': 0,\n", - " 'funds_requested': 533.7442840291636,\n", - " 'trigger': 862.188323033792}" - ] + "text/plain": "{'type': 'proposal',\n 'conviction': 0,\n 'status': 'candidate',\n 'age': 0,\n 'funds_requested': 513.6760062080743,\n 'trigger': 723.4495896477989}" }, - "execution_count": 14, "metadata": {}, - "output_type": "execute_result" + "execution_count": 14 } ], "source": [ @@ -714,35 +623,143 @@ "cell_type": "code", "execution_count": 15, "metadata": {}, + "outputs": [], + "source": [ + "funds_array = np.array([ network.nodes[i]['funds_requested'] for i in proposals])\n", + "conviction_required = np.array([trigger_threshold(r, initial_funds, supply, beta, rho, alpha) for r in funds_array])\n", + "\n", + "#noting that such low percentage requests have similar convition requirements, but that when the funds requested get larger\n", + "#the required conviction becomes significantly different\n", + "hypotheticals = funds_array*10\n", + "hypothetical_conviction_required = np.array([trigger_threshold(r, initial_funds, supply, beta, rho, alpha) for r in hypotheticals])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "Text(0, 0.5, 'Amount of Honey requested')" - ] + "text/plain": "Text(0, 0.5, 'Amount of Honey requested(as a Fraction of Funds available)')" }, - "execution_count": 15, "metadata": {}, - "output_type": "execute_result" + "execution_count": 16 }, { + "output_type": "display_data", "data": { - "image/png": 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\n" }, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ - "plt.bar( proposals, [ network.nodes[i]['funds_requested'] for i in proposals])\n", + "plt.bar( proposals, funds_array/initial_funds)\n", "plt.title('Bar chart of Proposals Funds Requested')\n", "plt.xlabel('Proposal identifier')\n", - "plt.ylabel('Amount of Honey requested')\n" + "plt.ylabel('Amount of Honey requested(as a Fraction of Funds available)')" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": "Text(0, 0.5, 'Amount of Conviction')" + }, + "metadata": {}, + "execution_count": 17 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "plt.bar( proposals, conviction_required)\n", + "plt.title('Bar chart of Proposals Conviction Required')\n", + "plt.xlabel('Proposal identifier')\n", + "plt.ylabel('Amount of Conviction')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": "Text(0, 0.5, 'Amount of Honey requested(as a Fraction of Funds available)')" + }, + "metadata": {}, + "execution_count": 18 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "plt.bar( proposals, hypotheticals/initial_funds)\n", + "plt.title('Bar chart of Proposals Funds Requested')\n", + "plt.xlabel('Proposal identifier')\n", + "plt.ylabel('Amount of Honey requested(as a Fraction of Funds available)')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": "Text(0, 0.5, 'Amount of Conviction')" + }, + "metadata": {}, + "execution_count": 19 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "plt.bar( proposals, hypothetical_conviction_required)\n", + "plt.title('Bar chart of Proposals Conviction Required')\n", + "plt.xlabel('Proposal identifier')\n", + "plt.ylabel('Amount of Conviction')" ] }, { @@ -754,30 +771,27 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 20, "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "Text(0.5, 104.1, 'participant_id')" - ] + "text/plain": "Text(0.5, 66.89999999999998, 'participant_id')" }, - "execution_count": 16, "metadata": {}, - "output_type": "execute_result" + "execution_count": 20 }, { + "output_type": "display_data", "data": { - "image/png": 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}, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ @@ -796,6 +810,7 @@ " yticklabels=proposals,\n", " square=True,\n", " cbar=True,\n", + " cmap = plt.cm.RdYlGn,\n", " ax=ax)\n", "\n", "plt.title('affinities between participants and proposals')\n", @@ -814,7 +829,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 21, "metadata": {}, "outputs": [], "source": [ @@ -831,28 +846,15 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": {}, + "execution_count": 22, + "metadata": { + "tags": [] + }, "outputs": [ { - "name": "stdout", "output_type": "stream", - "text": [ - "\n", - " ___________ ____\n", - " ________ __ ___/ / ____/ | / __ \\\n", - " / ___/ __` / __ / / / /| | / / / /\n", - "/ /__/ /_/ / /_/ / /___/ ___ |/ /_/ /\n", - "\\___/\\__,_/\\__,_/\\____/_/ |_/_____/\n", - "by cadCAD\n", - "\n", - "Execution Mode: local_proc\n", - "Configuration Count: 2\n", - "Dimensions of the first simulation: (Timesteps, Params, Runs, Vars) = (100, 1, 1, 3)\n", - "Execution Method: local_simulations\n", - "Execution Mode: parallelized\n", - "Total execution time: 9.99s\n" - ] + "name": "stdout", + "text": "\n ___________ ____\n ________ __ ___/ / ____/ | / __ \\\n / ___/ __` / __ / / / /| | / / / /\n/ /__/ /_/ / /_/ / /___/ ___ |/ /_/ /\n\\___/\\__,_/\\__,_/\\____/_/ |_/_____/\nby cadCAD\n\nExecution Mode: local_proc\nConfiguration Count: 2\nDimensions of the first simulation: (Timesteps, Params, Runs, Vars) = (183, 1, 1, 3)\nExecution Method: local_simulations\nExecution Mode: parallelized\nTotal execution time: 476.57s\n" } ], "source": [ @@ -878,7 +880,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ @@ -887,242 +889,17 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 24, "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " network funds sentiment \\\n", - "785 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 46982.84 0.91 \n", - "789 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 46991.86 0.90 \n", - "793 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 46997.55 0.90 \n", - "797 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 47001.32 0.89 \n", - "801 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 47002.12 0.88 \n", - "\n", - " simulation run substep timestep conviction candidate_count \\\n", - "785 1 1 4 96 [] 0 \n", - "789 1 1 4 97 [] 0 \n", - "793 1 1 4 98 [] 0 \n", - "797 1 1 4 99 [] 0 \n", - "801 1 1 4 100 [] 0 \n", - "\n", - " candidate_funds ... funds_requested \\\n", - "785 0.00 ... [533.7442840291636, 101.99039020309893, 681.00... \n", - "789 0.00 ... [533.7442840291636, 101.99039020309893, 681.00... \n", - "793 0.00 ... [533.7442840291636, 101.99039020309893, 681.00... \n", - "797 0.00 ... [533.7442840291636, 101.99039020309893, 681.00... \n", - "801 0.00 ... [533.7442840291636, 101.99039020309893, 681.00... \n", - "\n", - " share_of_funds_requested \\\n", - "785 [] \n", - "789 [] \n", - "793 [] \n", - "797 [] \n", - "801 [] \n", - "\n", - " share_of_funds_requested_all triggers \\\n", - "785 [0.011360408350392771, 0.002170800728349896, 0... [] \n", - "789 [0.01135822863874518, 0.002170384218706383, 0.... [] \n", - "793 [0.0113568542037439, 0.002170121585145174, 0.0... [] \n", - "797 [0.011355942408387219, 0.0021699473549623024, ... [] \n", - "801 [0.011355749547503383, 0.0021699105021895683, ... [] \n", - "\n", - " conviction_share_of_trigger age age_all \\\n", - "785 [] [] [96, 96, 96, 37] \n", - "789 [] [] [97, 97, 97, 38] \n", - "793 [] [] [98, 98, 98, 39] \n", - "797 [] [] [99, 99, 99, 40] \n", - "801 [] [] [100, 100, 100, 41] \n", - "\n", - " conviction_all triggers_all \\\n", - "785 [nan, nan, 0.0, nan] [nan, nan, nan, nan] \n", - "789 [nan, nan, 0.0, nan] [nan, nan, nan, nan] \n", - "793 [nan, nan, 0.0, nan] [nan, nan, nan, nan] \n", - "797 [nan, nan, 0.0, nan] [nan, nan, nan, nan] \n", - "801 [nan, nan, 0.0, nan] [nan, nan, nan, nan] \n", - "\n", - " conviction_share_of_trigger_all \n", - "785 [nan, nan, nan, nan] \n", - "789 [nan, nan, nan, nan] \n", - "793 [nan, nan, nan, nan] \n", - "797 [nan, nan, nan, nan] \n", - "801 [nan, nan, nan, nan] \n", - "\n", - "[5 rows x 29 columns]" - ] + "text/plain": " funds network run \\\n1449 41648.39 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n1453 41656.08 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n1457 41636.17 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n1461 41648.14 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n1465 41633.29 (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,... 1 \n\n sentiment simulation substep timestep \\\n1449 1.00 1 4 179 \n1453 1.00 1 4 180 \n1457 1.00 1 4 181 \n1461 1.00 1 4 182 \n1465 1.00 1 4 183 \n\n conviction candidate_count \\\n1449 [4855.373034338722, 5495.943019237333, 2677.94... 3 \n1453 [3476.190376895998, 3044.626103616184, 2677.94... 4 \n1457 [11806.203821420837, 2680.731044267696] 2 \n1461 [1574.2324114275862, 2103.3826656239626, 8186.... 3 \n1465 [2376.5316530247073, 3495.1955833327006, 539.4... 3 \n\n candidate_funds ... funds_requested \\\n1449 140.19 ... [513.6760062080743, 129.238038924384, 203.8234... \n1453 175.67 ... [513.6760062080743, 129.238038924384, 203.8234... \n1457 120.00 ... [513.6760062080743, 129.238038924384, 203.8234... \n1461 126.22 ... [513.6760062080743, 129.238038924384, 203.8234... \n1465 371.08 ... [513.6760062080743, 129.238038924384, 203.8234... \n\n share_of_funds_requested \\\n1449 [0.00048467449160777347, 0.0005171275031565023... \n1453 [0.0004845850855772245, 0.0005170321106443204,... \n1457 [0.0005172793156773792, 0.0023648583131211424] \n1461 [0.0005171306178191902, 0.0023641785075394686,... \n1465 [0.002365021731705079, 0.0001493863762996057, ... \n\n share_of_funds_requested_all \\\n1449 [0.012333633608895991, 0.0031030739243442895, ... \n1453 [0.012331358471164771, 0.003102501512288612, 0... \n1457 [0.01233725437939903, 0.0031039848901545522, 0... \n1461 [0.012333707894460332, 0.003103092614180956, 0... \n1465 [0.012338106919540301, 0.003104199384533559, 0... \n\n triggers \\\n1449 [545.3079237585393, 545.485122644381, 555.7143... \n1453 [545.3115446245218, 545.4889878421618, 555.732... \n1457 [545.4884661379481, 555.7300851242885] \n1461 [545.4898181104637, 555.7364408961238, 543.483... \n1465 [555.7326177826633, 543.4830583163882, 579.121... \n\n conviction_share_of_trigger age \\\n1449 [8.903910658170936, 10.075330730551036, 4.8189... [6, 4, 2] \n1453 [6.37468693110019, 5.581462085348553, 4.818773... [7, 5, 3, 1] \n1457 [21.643361050341944, 4.8238004672144985] [6, 4] \n1461 [2.8859061327315154, 3.7848564730293064, 15.06... [7, 5, 1] \n1465 [4.276394037310448, 6.431103104041884, 0.93157... [6, 2, 1] \n\n age_all \\\n1449 [179, 179, 179, 179, 179, 179, 178, 177, 176, ... \n1453 [180, 180, 180, 180, 180, 180, 179, 178, 177, ... \n1457 [181, 181, 181, 181, 181, 181, 180, 179, 178, ... \n1461 [182, 182, 182, 182, 182, 182, 181, 180, 179, ... \n1465 [183, 183, 183, 183, 183, 183, 182, 181, 180, ... \n\n conviction_all \\\n1449 [nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ... \n1453 [nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ... \n1457 [nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ... \n1461 [nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ... \n1465 [nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ... \n\n triggers_all \\\n1449 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1453 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1457 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1461 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1465 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n\n conviction_share_of_trigger_all \n1449 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1453 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1457 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1461 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n1465 [nan, nan, nan, nan, nan, nan, nan, nan, nan, ... \n\n[5 rows x 29 columns]", + "text/html": "
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fundsnetworkrunsentimentsimulationsubsteptimestepconvictioncandidate_countcandidate_funds...funds_requestedshare_of_funds_requestedshare_of_funds_requested_alltriggersconviction_share_of_triggerageage_allconviction_alltriggers_allconviction_share_of_trigger_all
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145341656.08(0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,...11.0014180[3476.190376895998, 3044.626103616184, 2677.94...4175.67...[513.6760062080743, 129.238038924384, 203.8234...[0.0004845850855772245, 0.0005170321106443204,...[0.012331358471164771, 0.003102501512288612, 0...[545.3115446245218, 545.4889878421618, 555.732...[6.37468693110019, 5.581462085348553, 4.818773...[7, 5, 3, 1][180, 180, 180, 180, 180, 180, 179, 178, 177, ...[nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ...[nan, nan, nan, nan, nan, nan, nan, nan, nan, ...[nan, nan, nan, nan, nan, nan, nan, nan, nan, ...
145741636.17(0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,...11.0014181[11806.203821420837, 2680.731044267696]2120.00...[513.6760062080743, 129.238038924384, 203.8234...[0.0005172793156773792, 0.0023648583131211424][0.01233725437939903, 0.0031039848901545522, 0...[545.4884661379481, 555.7300851242885][21.643361050341944, 4.8238004672144985][6, 4][181, 181, 181, 181, 181, 181, 180, 179, 178, ...[nan, 0.0, nan, nan, 0.0, 0.0, 0.0, nan, 0.0, ...[nan, nan, nan, nan, nan, nan, nan, nan, nan, ...[nan, nan, nan, nan, nan, nan, nan, nan, nan, ...
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5 rows × 29 columns

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" }, - "execution_count": 20, "metadata": {}, - "output_type": "execute_result" + "execution_count": 24 } ], "source": [ @@ -1131,20 +908,77 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 25, "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "image/png": 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\n", 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}, "metadata": { "needs_background": "light" + } + } + ], + "source": [ + "df.plot('timestep','sentiment')" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": "" }, - "output_type": "display_data" + "metadata": {}, + "execution_count": 26 + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n" + }, + "metadata": { + "needs_background": "light" + } } ], "source": [ @@ -1153,35 +987,32 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 28, "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, - "execution_count": 22, "metadata": {}, - "output_type": "execute_result" + "execution_count": 28 }, { + "output_type": "display_data", "data": { - "image/png": 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\n" }, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ "df.plot(x='timestep',y=['candidate_count','active_count','completed_count', 'killed_count', 'failed_count'],\n", - " kind='line')\n", + " kind='area')\n", "plt.title('Proposal Status')\n", "plt.ylabel('count of proposals')\n", "plt.legend(ncol = 3,loc='upper center', bbox_to_anchor=(0.5, -0.15))" @@ -1189,34 +1020,31 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 29, "metadata": {}, "outputs": [ { + "output_type": "execute_result", "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, - "execution_count": 23, "metadata": {}, - "output_type": "execute_result" + "execution_count": 29 }, { + "output_type": "display_data", "data": { - "image/png": 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\n" }, "metadata": { "needs_background": "light" - }, - "output_type": "display_data" + } } ], "source": [ - "df.plot(x='timestep',y=['candidate_funds','active_funds','completed_funds', 'killed_funds', 'failed_funds'])\n", + "df.plot(x='timestep',y=['candidate_funds','active_funds','completed_funds', 'killed_funds', 'failed_funds'], kind='area')\n", "plt.title('Proposal Status weighted by funds requested')\n", "plt.ylabel('Funds worth of proposals')\n", "plt.legend(ncol = 3,loc='upper center', bbox_to_anchor=(0.5, -0.15))" @@ -1224,7 +1052,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -1233,7 +1061,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ @@ -1245,7 +1073,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 32, "metadata": {}, "outputs": [], "source": [ @@ -1255,24 +1083,18 @@ }, { "cell_type": "code", - 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partial_state_update_blocks sim_config = config_sim({ 'N': 1, - 'T': range(100), #day + 'T': range(183), #day }) seeds = { diff --git a/v2/model/model/__pycache__/conviction_helper_functions.cpython-36.pyc b/v2/model/model/__pycache__/conviction_helper_functions.cpython-36.pyc index 4c3ea54182b5cc7736e6c9ef21de99dff550c79f..959586a5c0d61fcb2ba5a679196727ab53932458 100644 GIT binary patch literal 16123 zcmd6OYmi)5e%HOXZ$GAcrl;qjdFkPnEK43gBw60|Ze-c=u4V5!UJI|JwRbOgJ3W2w z^mMDId*<9ba?fykp>`B3Q>&nmO-RB*ied?I9zc;03O*zOmg4atl?nu^Zt)>iKp9a~ zL5dGhuB{5c-~T?kdo=braD_kaHH|GCdjO%;FX=$YC_Up9>YXpH=2kben3 zZ^<+aWhk>_I3}J}$J)#|nN8cV&8R->WErE&9Zt~EvaSH ztf&=r6g5ZHF?AfzW9q6pp&miYarKI-s*}i_P^Z+RXnRC`QJqzfqo%4}Q%|TTkvpk= zR6V7hM(&h)U7b_sk$Y6Vp)RUtkvpyal=`%K4!OtFo9eUbN02+CE~)1++gWv4y@2QA z%DiE$e)$1Gc5T%Pvu=N@*A27H`sQZ6`SU-=zkhY5`TY<6==a}Pd-KWzK+$Nv@V|CH z{FOic?^hZ*4#QsoKSKIt{Ja;D1V&&UH3qpL7i4Z3`cr`&So21Z335v~gE`|UPGBCt zAiIS8ARpv!7{1ZQUQ`DAvG-mtR`K`hPPgH=dflqOQTMCL^bf4v+VwVi9aUZL 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between participants and proposals') @@ -457,12 +459,14 @@ def affinities_plot(df): -def trigger_sweep(field, trigger_func,beta,rho,alpha,xmax=.2): +def trigger_sweep(field, trigger_func,beta,rho,alpha,supply=10**9): ''' ''' + xmax= beta + if field == 'effective_supply': share_of_funds = np.arange(.001,xmax,.001) - total_supply = np.arange(0,10**9, 10**6) + total_supply = np.arange(0,supply*10, supply/100) demo_data_XY = np.outer(share_of_funds,total_supply) demo_data_Z0=np.empty(demo_data_XY.shape) @@ -484,11 +488,12 @@ def trigger_sweep(field, trigger_func,beta,rho,alpha,xmax=.2): 'share_of_max_conv': demo_data_Z2, 'log10_share_of_max_conv':demo_data_Z3, 'total_supply':total_supply, - 'share_of_funds':share_of_funds} + 'share_of_funds':share_of_funds, + 'alpha':alpha} elif field == 'alpha': - alpha = np.arange(0,1,.001) + #note if alpha >.01 then this will give weird results max alpha will be >1 + alpha = np.arange(0,.5,.001) share_of_funds = np.arange(.001,xmax,.001) - total_supply = 10**9 demo_data_XY = np.outer(share_of_funds,alpha) demo_data_Z4=np.empty(demo_data_XY.shape) @@ -498,7 +503,7 @@ def trigger_sweep(field, trigger_func,beta,rho,alpha,xmax=.2): for sof_ind in range(len(share_of_funds)): sof = share_of_funds[sof_ind] for a_ind in range(len(alpha)): - ts = total_supply + ts = supply a = alpha[a_ind] tc = ts /(1-a) trigger = trigger_func(sof, 1, ts, beta, rho, a) @@ -512,7 +517,8 @@ def trigger_sweep(field, trigger_func,beta,rho,alpha,xmax=.2): 'share_of_max_conv': demo_data_Z6, 'log10_share_of_max_conv':demo_data_Z7, 'alpha':alpha, - 'share_of_funds':share_of_funds} + 'share_of_funds':share_of_funds, + 'supply':supply} else: return "invalid field" @@ -535,53 +541,125 @@ def trigger_plotter(share_of_funds,Z, color_label,y, ylabel,cmap='jet'): def trigger_grid(supply_sweep, alpha_sweep): - fig, axs = plt.subplots(nrows=2, ncols=2,figsize=(20,20)) + fig, axs = plt.subplots(nrows=2, ncols=1,figsize=(20,20)) axs = axs.flatten() - share_of_funds = alpha_sweep['share_of_funds'] - Z = alpha_sweep['log10_share_of_max_conv'] - y = alpha_sweep['alpha'] - ylabel = 'alpha' + # cut out the plots that didn't require the heatmap + # and switch to (2,1) subplots - axs[0].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) - #axs[0].colorbar(cf) - axs[0].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) - axs[0].set_ylabel(ylabel) - axs[0].set_xlabel('Share of Funds Requested') - axs[0].set_title('Trigger Function Map - Alpha sweep') + # share_of_funds = alpha_sweep['share_of_funds'] + # Z = alpha_sweep['log10_share_of_max_conv'] + # y = alpha_sweep['alpha'] + # ylabel = 'alpha' + # axs[0].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) + # #axs[0].colorbar(cf) + # axs[0].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) + # axs[0].set_ylabel(ylabel) + # axs[0].set_xlabel('Share of Funds Requested') + # axs[0].set_title('Trigger Function Map - Alpha sweep') share_of_funds = alpha_sweep['share_of_funds'] Z = alpha_sweep['log10_trigger'] y = alpha_sweep['alpha'] ylabel = 'alpha' + supply = alpha_sweep['supply'] - axs[1].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) - axs[1].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) - axs[1].set_ylabel(ylabel) - axs[1].set_xlabel('Share of Funds Requested') - axs[1].set_title('Trigger Function Map - Alpha sweep - Z: log10_trigger') + cp0=axs[0].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) + axs[0].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) + axs[0].set_ylabel(ylabel) + axs[0].set_xlabel('Share of Funds Requested') + axs[0].set_title('Trigger Function Map - Alpha sweep; Supply ='+str(supply)) + cb0=plt.colorbar(cp0, ax=axs[0]) + cb0.set_label('log10 of conviction to trigger') - share_of_funds = supply_sweep['share_of_funds'] - Z = supply_sweep['log10_share_of_max_conv'] - y = supply_sweep['total_supply'] - ylabel = 'Effective Supply' + # share_of_funds = supply_sweep['share_of_funds'] + # Z = supply_sweep['log10_share_of_max_conv'] + # y = supply_sweep['total_supply'] + # ylabel = 'Effective Supply' - axs[2].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) - axs[2].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) - axs[2].set_ylabel(ylabel) - axs[2].set_xlabel('Share of Funds Requested') - axs[2].set_title('Trigger Function Map - Supply sweep - Z: share_of_max_conv') - + # axs[2].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) + # axs[2].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) + # axs[2].set_ylabel(ylabel) + # axs[2].set_xlabel('Share of Funds Requested') + # axs[2].set_title('Trigger Function Map - Supply sweep - Z: share_of_max_conv') share_of_funds = supply_sweep['share_of_funds'] Z = supply_sweep['log10_trigger'] y = supply_sweep['total_supply'] ylabel = 'Effective Supply' + alpha = supply_sweep['alpha'] - axs[3].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) - axs[3].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) - axs[3].set_ylabel(ylabel) - axs[3].set_xlabel('Share of Funds Requested') - axs[3].set_title('Trigger Function Map - Supply sweep') - \ No newline at end of file + max_conv = y/(1-alpha) + + cp1=axs[1].contourf(share_of_funds, y, Z.T,100, cmap='jet', ) + axs[1].axis([share_of_funds[0], share_of_funds[-1], y[0], y[-1]]) + axs[1].set_ylabel(ylabel) + axs[1].set_xlabel('Share of Funds Requested') + axs[1].set_title('Trigger Function Map - Supply sweep; alpha='+str(alpha)) + axs[1].set_label('log10 of conviction to trigger') + cb1=plt.colorbar(cp1, ax=axs[1]) + cb1.set_label('log10 of conviction to trigger') + + +def initialize_network(n,m, initial_funds, supply): + ''' + Definition: + Function to initialize network x object + + Parameters: + + Assumptions: + + Returns: + + Example: + ''' + # initilize network x graph + network = nx.DiGraph() + # create participant nodes with type and token holding + for i in range(n): + network.add_node(i) + network.nodes[i]['type']= "participant" + + h_rv = expon.rvs(loc=0.0, scale= supply/n) + network.nodes[i]['holdings'] = h_rv # SOL check + + s_rv = np.random.rand() + network.nodes[i]['sentiment'] = s_rv + + participants = get_nodes_by_type(network, 'participant') + initial_supply = np.sum([ network.nodes[i]['holdings'] for i in participants]) + + + # Generate initial proposals + for ind in range(m): + j = n+ind + network.add_node(j) + network.nodes[j]['type']="proposal" + network.nodes[j]['conviction'] = 0 + network.nodes[j]['status'] = 'candidate' + network.nodes[j]['age'] = 0 + + r_rv = gamma.rvs(3,loc=0.001, scale=100) + network.nodes[j]['funds_requested'] = r_rv + + network.nodes[j]['trigger']= trigger_threshold(r_rv, initial_funds, initial_supply,beta,rho,alpha) + + for i in range(n): + network.add_edge(i, j) + + rv = np.random.rand() + a_rv = np.random.uniform(-1,1,1)[0] + network.edges[(i, j)]['affinity'] = a_rv + network.edges[(i, j)]['tokens'] = 0 + network.edges[(i, j)]['conviction'] = 0 + network.edges[(i, j)]['type'] = 'support' + + proposals = get_nodes_by_type(network, 'proposal') + total_requested = np.sum([ network.nodes[i]['funds_requested'] for i in proposals]) + + network = initial_conflict_network(network, rate = .25) + network = initial_social_network(network, scale = 1) + + return network \ No newline at end of file diff --git a/v2/model/model/initialization.py b/v2/model/model/initialization.py index 0dcd7a9..534d666 100644 --- a/v2/model/model/initialization.py +++ b/v2/model/model/initialization.py @@ -10,7 +10,8 @@ from .conviction_helper_functions import * beta = .2 #later we should set this to be param so we can sweep it # tuning param for the trigger function rho = .001 -alpha = 1 - 0.9999599 +#alpha = 1 - 0.9999599 #native timescale for app as in contract code +alpha = .5**3 #timescale set in days with 3 day halflife (from comments in contract comments) supply = 21706 # Honey supply balance as of 7-17-2020 initial_sentiment = .6 @@ -28,65 +29,4 @@ base_failure_rate = 200 initial_funds = 48000 # in xDai -def initialize_network(n,m, inital_funds, supply): - ''' - Definition: - Function to initialize network x object - - Parameters: - - Assumptions: - - Returns: - - Example: - ''' - # initilize network x graph - network = nx.DiGraph() - # create participant nodes with type and token holding - for i in range(n): - network.add_node(i) - network.nodes[i]['type']= "participant" - - h_rv = expon.rvs(loc=0.0, scale= supply/n) - network.nodes[i]['holdings'] = h_rv # SOL check - - s_rv = np.random.rand() - network.nodes[i]['sentiment'] = s_rv - - participants = get_nodes_by_type(network, 'participant') - initial_supply = np.sum([ network.nodes[i]['holdings'] for i in participants]) - - - # Generate initial proposals - for ind in range(m): - j = n+ind - network.add_node(j) - network.nodes[j]['type']="proposal" - network.nodes[j]['conviction'] = 0 - network.nodes[j]['status'] = 'candidate' - network.nodes[j]['age'] = 0 - - r_rv = gamma.rvs(3,loc=0.001, scale=100) - network.nodes[j]['funds_requested'] = r_rv - - network.nodes[j]['trigger']= trigger_threshold(r_rv, initial_funds, initial_supply,beta,rho,alpha) - - for i in range(n): - network.add_edge(i, j) - - a_rv = np.random.uniform(-1,1,1)[0] - network.edges[(i, j)]['affinity'] = a_rv - network.edges[(i, j)]['tokens'] = 0 - network.edges[(i, j)]['conviction'] = 0 - network.edges[(i, j)]['type'] = 'support' - - proposals = get_nodes_by_type(network, 'proposal') - total_requested = np.sum([ network.nodes[i]['funds_requested'] for i in proposals]) - - network = initial_conflict_network(network, rate = .25) - network = initial_social_network(network, scale = 1) - - return network, initial_funds -#initializers -network, initial_funds = initialize_network(n,m,initial_funds,supply) +network = initialize_network(n,m,initial_funds,supply) diff --git a/v2/model/model/participants.py b/v2/model/model/participants.py index 0f28672..d6ca3b4 100644 --- a/v2/model/model/participants.py +++ b/v2/model/model/participants.py @@ -76,27 +76,19 @@ def complete_proposal(params, step, sL, s, _input): return (key, value) def update_sentiment_on_completion(params, step, sL, s, _input): + network = s['network'] - proposals = get_nodes_by_type(network, 'proposal') completed = _input['completed'] - failed = _input['failed'] - - grants_outstanding = np.sum([network.nodes[j]['funds_requested'] for j in proposals if network.nodes[j]['status']=='active']) - - grants_completed = np.sum([network.nodes[j]['funds_requested'] for j in completed]) - grants_failed = np.sum([network.nodes[j]['funds_requested'] for j in failed]) - + failed = _input['failed'] sentiment = s['sentiment'] - if grants_outstanding>0: - force = (grants_completed-grants_failed)/grants_outstanding - else: - force=1 - if (force >=0) and (force <=1): - sentiment = get_sentimental(sentiment, force, mu) - else: - sentiment = get_sentimental(sentiment, 0, mu) + completed_count = len(completed) + failed_count = len(failed) + if completed_count+failed_count>0: + sentiment = get_sentimental(sentiment,completed_count-failed_count, .25) + else: + sentiment = get_sentimental(sentiment, 0, 0) key = 'sentiment' value = sentiment @@ -134,8 +126,10 @@ def participants_decisions(params, step, sL, s): booster = social_affinity_booster(network, j, i) affinity = network.edges[(i, j)]['affinity']+booster cutoff = sensitivity*np.max([network.edges[(i,p)]['affinity'] for p in candidates]) - if cutoff <.5: - cutoff = .5 + # range is [-1,1], where 0 is indifference, this determines min affinity supported + # if no proposal meets this threshold participants may support a null proposal + if cutoff <.3: + cutoff = .3 if affinity > cutoff: support.append(j) diff --git a/v2/model/model/proposals.py b/v2/model/model/proposals.py index a6f9c4b..1d10fa1 100644 --- a/v2/model/model/proposals.py +++ b/v2/model/model/proposals.py @@ -76,11 +76,11 @@ def update_sentiment_on_release(params, step, sL, s, _input): proposals_accepted = np.sum([network.nodes[j]['funds_requested'] for j in accepted]) sentiment = s['sentiment'] - force = proposals_accepted/proposals_outstanding - if (force >=0) and (force <=1): - sentiment = get_sentimental(sentiment, force, False) + force = len(accepted) + if force>0: + sentiment = get_sentimental(sentiment, force, .25) else: - sentiment = get_sentimental(sentiment, 0, False) + sentiment = get_sentimental(sentiment, 0, 0) key = 'sentiment' value = sentiment diff --git a/v2/model/model/system.py b/v2/model/model/system.py index 9244544..932e657 100644 --- a/v2/model/model/system.py +++ b/v2/model/model/system.py @@ -16,11 +16,21 @@ def driving_process(params, step, sL, s): arrival_rate = 10/(1+s['sentiment']) rv1 = np.random.rand() new_participant = bool(rv1<1/arrival_rate) - supporters = get_edges_by_type(s['network'], 'support') + + network = s['network'] - len_parts = len(get_nodes_by_type(s['network'], 'participant')) + proposals = get_nodes_by_type(network, 'proposal') + participants = get_nodes_by_type(network, 'participant') + + cadidate_proposals = [j for j in proposals if network.nodes[j]['status']=='candidate'] + subgraph_nodes = cadidate_proposals+participants + + candidate_subgraph = s['network'].subgraph(subgraph_nodes) + supporters = get_edges_by_type(candidate_subgraph, 'support') + + len_parts = len(participants) #supply = s['supply'] - expected_holdings = .1*supply/len_parts + expected_holdings = .01*supply/len_parts if new_participant: h_rv = expon.rvs(loc=0.0, scale=expected_holdings) new_participant_holdings = h_rv @@ -28,16 +38,15 @@ def driving_process(params, step, sL, s): new_participant_holdings = 0 network = s['network'] - affinities = [network.edges[e]['affinity'] for e in supporters ] + affinities = [network.edges[e]['affinity'] for e in supporters] median_affinity = np.median(affinities) - proposals = get_nodes_by_type(network, 'proposal') - fund_requests = [network.nodes[j]['funds_requested'] for j in proposals if network.nodes[j]['status']=='candidate'] + fund_requests = [network.nodes[j]['funds_requested'] for j in cadidate_proposals] funds = s['funds'] total_funds_requested = np.sum(fund_requests) - proposal_rate = 1/median_affinity * (1+total_funds_requested/funds) + proposal_rate = 1/(1+median_affinity) * (1+total_funds_requested/funds) rv2 = np.random.rand() new_proposal = bool(rv2<1/proposal_rate)