From 58834ae5332f5d1fcd80fb14f35dc6c909dc09ae Mon Sep 17 00:00:00 2001 From: David Brazda Date: Wed, 23 Oct 2024 17:29:35 +0200 Subject: [PATCH] daily update --- .../WVAP_DIVERGENCE/vwap_div_v0.1.ipynb | 92845 +++++++++++++++- to_explore/volume-prfofile-series.py | 89 + to_explore/volume-profile-scalar.py | 74 + 3 files changed, 92180 insertions(+), 828 deletions(-) create mode 100644 to_explore/volume-prfofile-series.py create mode 100644 to_explore/volume-profile-scalar.py diff --git a/research/strats/WVAP_DIVERGENCE/vwap_div_v0.1.ipynb b/research/strats/WVAP_DIVERGENCE/vwap_div_v0.1.ipynb index a7e6a42..5c02660 100644 --- a/research/strats/WVAP_DIVERGENCE/vwap_div_v0.1.ipynb +++ b/research/strats/WVAP_DIVERGENCE/vwap_div_v0.1.ipynb @@ -6,20 +6,21 @@ "source": [ "## Intraday vwap mean reverting\n", "\n", - "Desription: mean reverting intraday strategy with momentum entry\n", + "**Desription:** mean reverting intraday strategy with momentum entry\n", "\n", "Goal is to recreate strategy in vectorbptro and compare with v2trading engine backtest.\n", "\n", - "Symbol: BAC\n", - "Timeframe: 12s\n", - "Backtested on: 1s\n", - "Entry window: 0 - 380 (mins. from open)\n", - "EOD Exit: 382-390\n", + "**Symbol:** BAC\n", + "**Timeframe:** 12s\n", + "**Entry window:** 0 - 380 (mins. from open)\n", + "**EOD Exit:** 382-390 forced exits\n", + "**Cooldown_time:** NA\n", + "**Cooldown_bars:** 5 (no entry after exit)\n", "\n", - "Indicators:\n", + "**Indicators:**\n", "- vwap_cum - Anchored daily cumulative vwap \n", "- div_vwap_cum - Divergence of vwap_cum and close \n", - "- div_vwap_angle - Linreg angle of div_vwap_cum over period N (hp1)\n", + "- div_vwap_angle - Linreg angle of div_vwap_cum over period N (2) (hp1)\n", "\n", "**Long entries:**\n", "- div_vwap_angle.AND.go_short_if_fallingc = 3 (hp2)\n", @@ -31,15 +32,15 @@ "\n", "**Exits:**\n", "only SL, TP pct based\n", - "- SL: 0.3 (hp4)\n", - "- TP: 0.4 (hp5)\n", + "- SL: 0.3% (hp4)\n", + "- TP: 0.4% (hp5)\n", "\n", "hp - hyperparameters for tuning" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -54,18 +55,18 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "255a22ec7b404e7ea929bf9706a23368", + "model_id": "05a1e237a78c490f9a14471a99acb016", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "100%|##########| 1/1 [00:02<00:00, 2.76s/it, symbol=BAC]" + "100%|##########| 1/1 [00:03<00:00, 3.01s/it, symbol=BAC]" ] }, "metadata": {}, @@ -87,6 +88,33 @@ "#basic_data.index.normalize().nunique()" ] }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basic_data.index.normalize().nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": 4, @@ -97,356 +125,20 @@ " 'high',\n", " 'low',\n", " 'close',\n", - " 'volume']]" + " 'volume']].xloc[slice(\"2024-10-14 9:30\",\"2024-10-17 16:00\")]" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "#Resample to 12s\n", "s12_data = basic_data.resample(\"12s\")\n", "s12_data = s12_data.transform(lambda df: df.between_time('09:30', '16:00').dropna())\n", "\n", - "s12_data.data[\"BAC\"].lw.plot()" + "#s12_data.data[\"BAC\"].lw.plot()" ] }, { @@ -732,460 +424,55 @@ " \n", " 2024-10-14 09:30:01-04:00\n", " 41.9600\n", - " 42.0450\n", + " 42.045\n", " 41.8200\n", - " 41.9650\n", + " 41.965\n", " 429666.0\n", " \n", " \n", " 2024-10-14 09:30:02-04:00\n", " 41.9536\n", - " 41.9900\n", + " 41.990\n", " 41.9536\n", - " 41.9800\n", + " 41.980\n", " 895.0\n", " \n", " \n", " 2024-10-14 09:30:03-04:00\n", " 41.9900\n", - " 42.0100\n", + " 42.010\n", " 41.9900\n", - " 42.0050\n", + " 42.005\n", " 15707.0\n", " \n", " \n", " 2024-10-14 09:30:04-04:00\n", " 42.0100\n", - " 42.0800\n", + " 42.080\n", " 42.0100\n", - " 42.0600\n", + " 42.060\n", " 22696.0\n", " \n", " \n", " 2024-10-14 09:30:05-04:00\n", " 42.0400\n", - " 42.0500\n", + " 42.050\n", " 42.0200\n", - " 42.0400\n", + " 42.040\n", " 525.0\n", " \n", - " \n", - " 2024-10-14 09:30:06-04:00\n", - " 42.0000\n", - " 42.0300\n", - " 41.9900\n", - " 42.0100\n", - " 8735.0\n", - " \n", - " \n", - " 2024-10-14 09:30:07-04:00\n", - " 42.0200\n", - " 42.0400\n", - " 42.0200\n", - " 42.0200\n", - " 400.0\n", - " \n", - " \n", - " 2024-10-14 09:30:08-04:00\n", - " 42.0600\n", - " 42.0600\n", - " 42.0600\n", - " 42.0600\n", - " 100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:09-04:00\n", - " 42.0200\n", - " 42.0200\n", - " 42.0200\n", - " 42.0200\n", - " 100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:10-04:00\n", - " 42.0473\n", - " 42.0600\n", - " 42.0400\n", - " 42.0600\n", - " 1614.0\n", - " \n", - " \n", - " 2024-10-14 09:30:11-04:00\n", - " 42.0600\n", - " 42.0737\n", - " 42.0600\n", - " 42.0737\n", - " 2100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:13-04:00\n", - " 42.0848\n", - " 42.0900\n", - " 42.0848\n", - " 42.0900\n", - " 5179.0\n", - " \n", - " \n", - " 2024-10-14 09:30:14-04:00\n", - " 42.0700\n", - " 42.0800\n", - " 42.0700\n", - " 42.0800\n", - " 200.0\n", - " \n", - " \n", - " 2024-10-14 09:30:15-04:00\n", - " 42.0700\n", - " 42.0900\n", - " 42.0700\n", - " 42.0850\n", - " 5875.0\n", - " \n", - " \n", - " 2024-10-14 09:30:16-04:00\n", - " 42.0800\n", - " 42.0900\n", - " 42.0800\n", - " 42.0850\n", - " 951.0\n", - " \n", - " \n", - " 2024-10-14 09:30:17-04:00\n", - " 42.0850\n", - " 42.0900\n", - " 42.0750\n", - " 42.0900\n", - " 1100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:18-04:00\n", - " 42.0800\n", - " 42.0900\n", - " 42.0550\n", - " 42.0900\n", - " 4242.0\n", - " \n", - " \n", - " 2024-10-14 09:30:19-04:00\n", - " 42.0900\n", - " 42.0900\n", - " 42.0600\n", - " 42.0650\n", - " 3214.0\n", - " \n", - " \n", - " 2024-10-14 09:30:20-04:00\n", - " 42.0721\n", - " 42.0721\n", - " 42.0650\n", - " 42.0650\n", - " 6666.0\n", - " \n", - " \n", - " 2024-10-14 09:30:21-04:00\n", - " 42.0650\n", - " 42.0650\n", - " 42.0650\n", - " 42.0650\n", - " 500.0\n", - " \n", - " \n", - " 2024-10-14 09:30:22-04:00\n", - " 42.0700\n", - " 42.0700\n", - " 42.0650\n", - " 42.0650\n", - " 10100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:23-04:00\n", - " 42.0700\n", - " 42.0750\n", - " 42.0650\n", - " 42.0750\n", - " 800.0\n", - " \n", - " \n", - " 2024-10-14 09:30:24-04:00\n", - " 42.0700\n", - " 42.0900\n", - " 42.0700\n", - " 42.0900\n", - " 800.0\n", - " \n", - " \n", - " 2024-10-14 09:30:25-04:00\n", - " 42.0900\n", - " 42.0900\n", - " 42.0600\n", - " 42.0600\n", - " 2622.0\n", - " \n", - " \n", - " 2024-10-14 09:30:26-04:00\n", - " 42.0550\n", - " 42.0750\n", - " 42.0500\n", - " 42.0500\n", - " 2530.0\n", - " \n", - " \n", - " 2024-10-14 09:30:27-04:00\n", - " 42.0650\n", - " 42.0650\n", - " 42.0550\n", - " 42.0600\n", - " 1222.0\n", - " \n", - " \n", - " 2024-10-14 09:30:28-04:00\n", - " 42.0300\n", - " 42.0300\n", - " 42.0300\n", - " 42.0300\n", - " 1200.0\n", - " \n", - " \n", - " 2024-10-14 09:30:29-04:00\n", - " 42.0400\n", - " 42.0600\n", - " 42.0400\n", - " 42.0600\n", - " 2345.0\n", - " \n", - " \n", - " 2024-10-14 09:30:30-04:00\n", - " 42.0600\n", - " 42.0600\n", - " 42.0500\n", - " 42.0500\n", - " 2417.0\n", - " \n", - " \n", - " 2024-10-14 09:30:31-04:00\n", - " 42.0500\n", - " 42.0500\n", - " 42.0500\n", - " 42.0500\n", - " 100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:32-04:00\n", - " 42.0500\n", - " 42.0600\n", - " 42.0500\n", - " 42.0600\n", - " 775.0\n", - " \n", - " \n", - " 2024-10-14 09:30:33-04:00\n", - " 42.0500\n", - " 42.0500\n", - " 42.0500\n", - " 42.0500\n", - " 100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:35-04:00\n", - " 42.0600\n", - " 42.0650\n", - " 42.0489\n", - " 42.0650\n", - " 750.0\n", - " \n", - " \n", - " 2024-10-14 09:30:36-04:00\n", - " 42.0650\n", - " 42.0850\n", - " 42.0650\n", - " 42.0700\n", - " 1614.0\n", - " \n", - " \n", - " 2024-10-14 09:30:37-04:00\n", - " 42.0800\n", - " 42.0800\n", - " 42.0700\n", - " 42.0700\n", - " 300.0\n", - " \n", - " \n", - " 2024-10-14 09:30:38-04:00\n", - " 42.0600\n", - " 42.0600\n", - " 42.0600\n", - " 42.0600\n", - " 100.0\n", - " \n", - " \n", - " 2024-10-14 09:30:39-04:00\n", - " 42.0550\n", - " 42.0600\n", - " 42.0550\n", - " 42.0600\n", - " 963.0\n", - " \n", - " \n", - " 2024-10-14 09:30:41-04:00\n", - " 42.0500\n", - " 42.0500\n", - " 42.0201\n", - " 42.0201\n", - " 1301.0\n", - " \n", - " \n", - " 2024-10-14 09:30:42-04:00\n", - " 42.0400\n", - " 42.0400\n", - " 42.0350\n", - " 42.0350\n", - " 1300.0\n", - " \n", - " \n", - " 2024-10-14 09:30:43-04:00\n", - " 42.0200\n", - " 42.0350\n", - " 42.0200\n", - " 42.0300\n", - " 3123.0\n", - " \n", - " \n", - " 2024-10-14 09:30:44-04:00\n", - " 42.0362\n", - " 42.0362\n", - " 42.0300\n", - " 42.0350\n", - " 500.0\n", - " \n", - " \n", - " 2024-10-14 09:30:45-04:00\n", - " 42.0331\n", - " 42.0331\n", - " 42.0200\n", - " 42.0200\n", - " 900.0\n", - " \n", - " \n", - " 2024-10-14 09:30:46-04:00\n", - " 42.0400\n", - " 42.0400\n", - " 42.0400\n", - " 42.0400\n", - " 112.0\n", - " \n", - " \n", - " 2024-10-14 09:30:47-04:00\n", - " 42.0200\n", - " 42.0300\n", - " 42.0200\n", - " 42.0300\n", - " 300.0\n", - " \n", - " \n", - " 2024-10-14 09:30:48-04:00\n", - " 42.0200\n", - " 42.0200\n", - " 42.0050\n", - " 42.0050\n", - " 1166.0\n", - " \n", - " \n", - " 2024-10-14 09:30:50-04:00\n", - " 42.0200\n", - " 42.0200\n", - " 42.0200\n", - " 42.0200\n", - " 1207.0\n", - " \n", - " \n", - " 2024-10-14 09:30:51-04:00\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 209.0\n", - " \n", - " \n", - " 2024-10-14 09:30:53-04:00\n", - " 42.0100\n", - " 42.0150\n", - " 42.0100\n", - " 42.0100\n", - " 2490.0\n", - " \n", - " \n", - " 2024-10-14 09:30:54-04:00\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 600.0\n", - " \n", - " \n", - " 2024-10-14 09:30:56-04:00\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 42.0100\n", - " 400.0\n", - " \n", " \n", "\n", "" ], "text/plain": [ - " open high low close volume\n", - "time \n", - "2024-10-14 09:30:01-04:00 41.9600 42.0450 41.8200 41.9650 429666.0\n", - "2024-10-14 09:30:02-04:00 41.9536 41.9900 41.9536 41.9800 895.0\n", - "2024-10-14 09:30:03-04:00 41.9900 42.0100 41.9900 42.0050 15707.0\n", - "2024-10-14 09:30:04-04:00 42.0100 42.0800 42.0100 42.0600 22696.0\n", - "2024-10-14 09:30:05-04:00 42.0400 42.0500 42.0200 42.0400 525.0\n", - "2024-10-14 09:30:06-04:00 42.0000 42.0300 41.9900 42.0100 8735.0\n", - "2024-10-14 09:30:07-04:00 42.0200 42.0400 42.0200 42.0200 400.0\n", - "2024-10-14 09:30:08-04:00 42.0600 42.0600 42.0600 42.0600 100.0\n", - "2024-10-14 09:30:09-04:00 42.0200 42.0200 42.0200 42.0200 100.0\n", - "2024-10-14 09:30:10-04:00 42.0473 42.0600 42.0400 42.0600 1614.0\n", - "2024-10-14 09:30:11-04:00 42.0600 42.0737 42.0600 42.0737 2100.0\n", - "2024-10-14 09:30:13-04:00 42.0848 42.0900 42.0848 42.0900 5179.0\n", - "2024-10-14 09:30:14-04:00 42.0700 42.0800 42.0700 42.0800 200.0\n", - "2024-10-14 09:30:15-04:00 42.0700 42.0900 42.0700 42.0850 5875.0\n", - "2024-10-14 09:30:16-04:00 42.0800 42.0900 42.0800 42.0850 951.0\n", - "2024-10-14 09:30:17-04:00 42.0850 42.0900 42.0750 42.0900 1100.0\n", - "2024-10-14 09:30:18-04:00 42.0800 42.0900 42.0550 42.0900 4242.0\n", - "2024-10-14 09:30:19-04:00 42.0900 42.0900 42.0600 42.0650 3214.0\n", - "2024-10-14 09:30:20-04:00 42.0721 42.0721 42.0650 42.0650 6666.0\n", - "2024-10-14 09:30:21-04:00 42.0650 42.0650 42.0650 42.0650 500.0\n", - "2024-10-14 09:30:22-04:00 42.0700 42.0700 42.0650 42.0650 10100.0\n", - "2024-10-14 09:30:23-04:00 42.0700 42.0750 42.0650 42.0750 800.0\n", - "2024-10-14 09:30:24-04:00 42.0700 42.0900 42.0700 42.0900 800.0\n", - "2024-10-14 09:30:25-04:00 42.0900 42.0900 42.0600 42.0600 2622.0\n", - "2024-10-14 09:30:26-04:00 42.0550 42.0750 42.0500 42.0500 2530.0\n", - "2024-10-14 09:30:27-04:00 42.0650 42.0650 42.0550 42.0600 1222.0\n", - "2024-10-14 09:30:28-04:00 42.0300 42.0300 42.0300 42.0300 1200.0\n", - "2024-10-14 09:30:29-04:00 42.0400 42.0600 42.0400 42.0600 2345.0\n", - "2024-10-14 09:30:30-04:00 42.0600 42.0600 42.0500 42.0500 2417.0\n", - "2024-10-14 09:30:31-04:00 42.0500 42.0500 42.0500 42.0500 100.0\n", - "2024-10-14 09:30:32-04:00 42.0500 42.0600 42.0500 42.0600 775.0\n", - "2024-10-14 09:30:33-04:00 42.0500 42.0500 42.0500 42.0500 100.0\n", - "2024-10-14 09:30:35-04:00 42.0600 42.0650 42.0489 42.0650 750.0\n", - "2024-10-14 09:30:36-04:00 42.0650 42.0850 42.0650 42.0700 1614.0\n", - "2024-10-14 09:30:37-04:00 42.0800 42.0800 42.0700 42.0700 300.0\n", - "2024-10-14 09:30:38-04:00 42.0600 42.0600 42.0600 42.0600 100.0\n", - "2024-10-14 09:30:39-04:00 42.0550 42.0600 42.0550 42.0600 963.0\n", - "2024-10-14 09:30:41-04:00 42.0500 42.0500 42.0201 42.0201 1301.0\n", - "2024-10-14 09:30:42-04:00 42.0400 42.0400 42.0350 42.0350 1300.0\n", - "2024-10-14 09:30:43-04:00 42.0200 42.0350 42.0200 42.0300 3123.0\n", - "2024-10-14 09:30:44-04:00 42.0362 42.0362 42.0300 42.0350 500.0\n", - "2024-10-14 09:30:45-04:00 42.0331 42.0331 42.0200 42.0200 900.0\n", - "2024-10-14 09:30:46-04:00 42.0400 42.0400 42.0400 42.0400 112.0\n", - "2024-10-14 09:30:47-04:00 42.0200 42.0300 42.0200 42.0300 300.0\n", - "2024-10-14 09:30:48-04:00 42.0200 42.0200 42.0050 42.0050 1166.0\n", - "2024-10-14 09:30:50-04:00 42.0200 42.0200 42.0200 42.0200 1207.0\n", - "2024-10-14 09:30:51-04:00 42.0100 42.0100 42.0100 42.0100 209.0\n", - "2024-10-14 09:30:53-04:00 42.0100 42.0150 42.0100 42.0100 2490.0\n", 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", 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Exit Trade IdColumnSizeEntry Order Id...ReturnDirectionStatusPosition Id
00(2, BAC)100.00...0.005140ShortClosed0
11(2, BAC)100.01...0.003493LongClosed1
22(2, BAC)100.02...0.002288ShortClosed2
33(2, BAC)100.03...0.002652LongClosed3
44(2, BAC)100.04...0.001096ShortClosed4
55(2, BAC)100.05...0.000978LongClosed5
66(2, BAC)100.06...0.001215ShortClosed6
77(2, BAC)100.07...0.005664LongClosed7
88(2, BAC)100.09...0.005668ShortClosed8
99(2, BAC)100.011...0.003990ShortClosed9
1010(2, BAC)100.012...0.002605LongClosed10
1111(2, BAC)100.013...0.005668ShortClosed11
1212(2, BAC)100.015...0.005668ShortClosed12
1313(2, BAC)100.017...-0.006336ShortClosed13
1414(2, BAC)100.019...-0.006336ShortClosed14
1515(2, BAC)100.021...-0.006336ShortClosed15
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16 rows × 16 columns

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Exit Trade IdColumnSizeEntry Order Id...DirectionStatusPosition IdStop Type
00(2, BAC)100.00...ShortClosed0None
11(2, BAC)100.01...LongClosed1None
22(2, BAC)100.02...ShortClosed2None
33(2, BAC)100.03...LongClosed3None
44(2, BAC)100.04...ShortClosed4None
55(2, BAC)100.05...LongClosed5None
66(2, BAC)100.06...ShortClosed6None
77(2, BAC)100.07...LongClosed7TP
88(2, BAC)100.09...ShortClosed8TP
99(2, BAC)100.011...ShortClosed9None
1010(2, BAC)100.012...LongClosed10None
1111(2, BAC)100.013...ShortClosed11TP
1212(2, BAC)100.015...ShortClosed12TP
1313(2, BAC)100.017...ShortClosed13SL
1414(2, BAC)100.019...ShortClosed14SL
1515(2, BAC)100.021...ShortClosed15SL
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16 rows × 17 columns

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" + ], + "text/plain": [ + " Exit Trade Id Column Size Entry Order Id ... Direction Status \\\n", + "0 0 (2, BAC) 100.0 0 ... Short Closed \n", + "1 1 (2, BAC) 100.0 1 ... Long Closed \n", + "2 2 (2, BAC) 100.0 2 ... Short Closed \n", + "3 3 (2, BAC) 100.0 3 ... Long Closed \n", + "4 4 (2, BAC) 100.0 4 ... Short Closed \n", + "5 5 (2, BAC) 100.0 5 ... Long Closed \n", + "6 6 (2, BAC) 100.0 6 ... Short Closed \n", + "7 7 (2, BAC) 100.0 7 ... Long Closed \n", + "8 8 (2, BAC) 100.0 9 ... Short Closed \n", + "9 9 (2, BAC) 100.0 11 ... Short Closed \n", + "10 10 (2, BAC) 100.0 12 ... Long Closed \n", + "11 11 (2, BAC) 100.0 13 ... Short Closed \n", + "12 12 (2, BAC) 100.0 15 ... Short Closed \n", + "13 13 (2, BAC) 100.0 17 ... Short Closed \n", + "14 14 (2, BAC) 100.0 19 ... Short Closed \n", + "15 15 (2, BAC) 100.0 21 ... Short Closed \n", + "\n", + " Position Id Stop Type \n", + "0 0 None \n", + "1 1 None \n", + "2 2 None \n", + "3 3 None \n", + "4 4 None \n", + "5 5 None \n", + "6 6 None \n", + "7 7 TP \n", + "8 8 TP \n", + "9 9 None \n", + "10 10 None \n", + "11 11 TP \n", + "12 12 TP \n", + "13 13 SL \n", + "14 14 SL \n", + "15 15 SL \n", + "\n", + "[16 rows x 17 columns]" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "trades = pf.trades.readable\n", + "orders = pf.orders.readable\n", + "\n", + "\n", + "# Merge the dataframes on 'order_id'\n", + "trades_combined = trades.merge(orders[['Order Id', 'Stop Type']], left_on='Exit Order Id', right_on='Order Id', how='left').drop(columns=['Order Id'])\n", + "\n", + "trades_combined\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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linearreg_angle_timeperiod2
symbolBAC
time
2024-10-16 00:00:00-04:00-0.000807
2024-10-14 00:00:00-04:000.000944
2024-10-15 00:00:00-04:000.001008
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" + ], + "text/plain": [ + "linearreg_angle_timeperiod 2\n", + "symbol BAC\n", + "time \n", + "2024-10-16 00:00:00-04:00 -0.000807\n", + "2024-10-14 00:00:00-04:00 0.000944\n", + "2024-10-15 00:00:00-04:00 0.001008" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pf.daily_returns.sort_values(pf.daily_returns.columns[0], ascending=True)\n", + "\n", + "#pf.daily_returns.columns[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "DatetimeIndex: 3 entries, 2024-10-16 00:00:00-04:00 to 2024-10-14 00:00:00-04:00\n", + "Freq: -1D\n", + "Data columns (total 1 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 (2, BAC) 3 non-null float64\n", + "dtypes: float64(1)\n", + "memory usage: 48.0 bytes\n" + ] + } + ], + "source": [ + "df = pf.daily_returns\n", + "#sort it descending\n", + "df = df.sort_index(ascending=False)\n", + "df.info(\n", + " \n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#display entry exits for visual analysis\n", + "trade_entries, trade_exits = tts.trades2entries_exits(pf, notext=False)\n", + "\n", + "Panel(\n", + " ohlcv=(s12_data.ohlcv.data[\"BAC\"],),\n", + " right=[(s12_data.close, \"close\", trade_entries, trade_exits)],\n", + " middle1=[(pf.returns.cumsum(), \"returns\")],\n", + " ).chart(precision=4)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Exit Trade IdColumnSizeEntry Order Id...ReturnDirectionStatusPosition Id
00(2, BAC)100.00...0.005140ShortClosed0
11(2, BAC)100.01...0.003493LongClosed1
22(2, BAC)100.02...0.002288ShortClosed2
33(2, BAC)100.03...0.002652LongClosed3
44(2, BAC)100.04...0.001096ShortClosed4
55(2, BAC)100.05...0.000978LongClosed5
66(2, BAC)100.06...0.001215ShortClosed6
77(2, BAC)100.07...0.005664LongClosed7
88(2, BAC)100.09...0.005668ShortClosed8
99(2, BAC)100.011...0.003990ShortClosed9
1010(2, BAC)100.012...0.002605LongClosed10
1111(2, BAC)100.013...0.005668ShortClosed11
1212(2, BAC)100.015...0.005668ShortClosed12
1313(2, BAC)100.017...-0.006336ShortClosed13
1414(2, BAC)100.019...-0.006336ShortClosed14
1515(2, BAC)100.021...-0.006336ShortClosed15
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16 rows × 16 columns

\n", + "
" + ], + "text/plain": [ + " Exit Trade Id Column Size Entry Order Id ... Return Direction \\\n", + "0 0 (2, BAC) 100.0 0 ... 0.005140 Short \n", + "1 1 (2, BAC) 100.0 1 ... 0.003493 Long \n", + "2 2 (2, BAC) 100.0 2 ... 0.002288 Short \n", + "3 3 (2, BAC) 100.0 3 ... 0.002652 Long \n", + "4 4 (2, BAC) 100.0 4 ... 0.001096 Short \n", + "5 5 (2, BAC) 100.0 5 ... 0.000978 Long \n", + "6 6 (2, BAC) 100.0 6 ... 0.001215 Short \n", + "7 7 (2, BAC) 100.0 7 ... 0.005664 Long \n", + "8 8 (2, BAC) 100.0 9 ... 0.005668 Short \n", + "9 9 (2, BAC) 100.0 11 ... 0.003990 Short \n", + "10 10 (2, BAC) 100.0 12 ... 0.002605 Long \n", + "11 11 (2, BAC) 100.0 13 ... 0.005668 Short \n", + "12 12 (2, BAC) 100.0 15 ... 0.005668 Short \n", + "13 13 (2, BAC) 100.0 17 ... -0.006336 Short \n", + "14 14 (2, BAC) 100.0 19 ... -0.006336 Short \n", + "15 15 (2, BAC) 100.0 21 ... -0.006336 Short \n", + "\n", + " Status Position Id \n", + "0 Closed 0 \n", + "1 Closed 1 \n", + "2 Closed 2 \n", + "3 Closed 3 \n", + "4 Closed 4 \n", + "5 Closed 5 \n", + "6 Closed 6 \n", + "7 Closed 7 \n", + "8 Closed 8 \n", + "9 Closed 9 \n", + "10 Closed 10 \n", + "11 Closed 11 \n", + "12 Closed 12 \n", + "13 Closed 13 \n", + "14 Closed 14 \n", + "15 Closed 15 \n", + "\n", + "[16 rows x 16 columns]" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a = pf.trades.readable\n", + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 16 entries, 0 to 15\n", + "Data columns (total 16 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Exit Trade Id 16 non-null int64 \n", + " 1 Column 16 non-null object \n", + " 2 Size 16 non-null float64 \n", + " 3 Entry Order Id 16 non-null int64 \n", + " 4 Entry Index 16 non-null datetime64[ns, America/New_York]\n", + " 5 Avg Entry Price 16 non-null float64 \n", + " 6 Entry Fees 16 non-null float64 \n", + " 7 Exit Order Id 16 non-null int64 \n", + " 8 Exit Index 16 non-null datetime64[ns, America/New_York]\n", + " 9 Avg Exit Price 16 non-null float64 \n", + " 10 Exit Fees 16 non-null float64 \n", + " 11 PnL 16 non-null float64 \n", + " 12 Return 16 non-null float64 \n", + " 13 Direction 16 non-null object \n", + " 14 Status 16 non-null object \n", + " 15 Position Id 16 non-null int64 \n", + "dtypes: datetime64[ns, America/New_York](2), float64(7), int64(4), object(3)\n", + "memory usage: 2.1+ KB\n" + ] + } + ], + "source": [ + "exit_trades = pf.exit_trades.readable\n", + "exit_trades.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "# entry_trades.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 16 entries, 0 to 15\n", + "Data columns (total 16 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Entry Trade Id 16 non-null int64 \n", + " 1 Column 16 non-null object \n", + " 2 Size 16 non-null float64 \n", + " 3 Entry Order Id 16 non-null int64 \n", + " 4 Entry Index 16 non-null datetime64[ns, America/New_York]\n", + " 5 Avg Entry Price 16 non-null float64 \n", + " 6 Entry Fees 16 non-null float64 \n", + " 7 Exit Order Id 16 non-null int64 \n", + " 8 Exit Index 16 non-null datetime64[ns, America/New_York]\n", + " 9 Avg Exit Price 16 non-null float64 \n", + " 10 Exit Fees 16 non-null float64 \n", + " 11 PnL 16 non-null float64 \n", + " 12 Return 16 non-null float64 \n", + " 13 Direction 16 non-null object \n", + " 14 Status 16 non-null object \n", + " 15 Position Id 16 non-null int64 \n", + "dtypes: datetime64[ns, America/New_York](2), float64(7), int64(4), object(3)\n", + "memory usage: 2.1+ KB\n" + ] + } + ], + "source": [ + "entry_trades=pf.entry_trades.readable\n", + "entry_trades.info()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "DatetimeIndex: 16 entries, 2024-10-14 09:30:36-04:00 to 2024-10-16 09:46:00-04:00\n", + "Data columns (total 18 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Exit Trade Id 16 non-null int64 \n", + " 1 Column 16 non-null object \n", + " 2 Size 16 non-null float64 \n", + " 3 Entry Order Id 16 non-null int64 \n", + " 4 Avg Entry Price 16 non-null float64 \n", + " 5 Entry Fees 16 non-null float64 \n", + " 6 Exit Order Id 16 non-null int64 \n", + " 7 Exit Index 16 non-null datetime64[ns, America/New_York]\n", + " 8 Avg Exit Price 16 non-null float64 \n", + " 9 Exit Fees 16 non-null float64 \n", + " 10 PnL 16 non-null float64 \n", + " 11 Return 16 non-null float64 \n", + " 12 Direction 16 non-null object \n", + " 13 Status 16 non-null object \n", + " 14 Position Id 16 non-null int64 \n", + " 15 text 16 non-null object \n", + " 16 value 16 non-null bool \n", + " 17 price 16 non-null float64 \n", + "dtypes: bool(1), datetime64[ns, America/New_York](1), float64(8), int64(4), object(4)\n", + "memory usage: 2.3+ KB\n" + ] + } + ], + "source": [ + "trade_entries.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# trade_entries = pd.Series(index=s12_data.index, dtype=bool, data=False)\n", + "# trade_exits = pd.Series(index=s12_data.index, dtype=bool, data=False)\n", + "# trade_entries[a[\"Entry Index\"]] = True\n", + "# trade_exits[a[\"Exit Index\"]] = True\n", + "\n", + "Panel(\n", + " ohlcv=(s12_data.ohlcv.data[\"BAC\"],),\n", + " right=[(s12_data.close, \"close\", trade_entries, trade_exits)],\n", + " middle1=[(pf.returns.cumsum(), \"returns\")],\n", + " ).chart(precision=4)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "vbt.pprint(pf.metrics)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a = pf.trades.records_readable\n", + "a" + ] + }, { "cell_type": "code", "execution_count": 66, diff --git a/to_explore/volume-prfofile-series.py b/to_explore/volume-prfofile-series.py new file mode 100644 index 0000000..9ddb779 --- /dev/null +++ b/to_explore/volume-prfofile-series.py @@ -0,0 +1,89 @@ +symbol='SPY' +start_date='one year ago' +timeframe='1h' +tz='America/New_York' +limit=50000 + +data = vbt.PolygonData.pull( + symbol, + start=start_date, + timeframe=timeframe, + tz=tz, + limit=limit, + missing_index="drop" +).dropna() +data = data.get() +close = data['Close'] +high = data['High'] +low = data['Low'] +open = data['Open'] +vwap = data['VWAP'] +volume = data['Volume'] + +@njit +def calculate_volume_profile(high_window, low_window, volume_window, num_bins): + window_low = np.min(low_window) + window_high = np.max(high_window) + if window_low == window_high: + window_low -= 0.0001 + window_high += 0.0001 + bins = np.linspace(window_low, window_high, num_bins + 1) + volume_profile = np.zeros(num_bins) + for i in range(len(high_window)): + bar_low = low_window[i] + bar_high = high_window[i] + bar_volume = volume_window[i] + if bar_low == bar_high: + bar_low -= 0.0001 + bar_high += 0.0001 + low_idx = np.searchsorted(bins, bar_low, side='left') - 1 + high_idx = np.searchsorted(bins, bar_high, side='right') - 1 + if high_idx < low_idx: + high_idx = low_idx + indices = np.arange(low_idx, high_idx + 1) + if len(indices) > 0: + volume_per_bin = bar_volume / len(indices) + for idx in indices: + if 0 <= idx < num_bins: + volume_profile[idx] += volume_per_bin + return bins[:-1], volume_profile + +@njit +def compute_value_area(bins, volume_profile): + total_volume = np.sum(volume_profile) + if total_volume == 0: + return np.nan, np.nan, np.nan + poc_idx = np.argmax(volume_profile) + poc = bins[poc_idx] + sorted_indices = np.argsort(volume_profile)[::-1] + cumulative_volume = np.cumsum(volume_profile[sorted_indices]) + value_area_threshold = 0.7 * total_volume + idx = np.searchsorted(cumulative_volume, value_area_threshold) + value_area_indices = sorted_indices[:idx + 1] + val = np.min(bins[value_area_indices]) + vah = np.max(bins[value_area_indices]) + return val, vah, poc + +def calculate_val_vah_poc(high, low, volume, window_size=168, num_bins=1000): + n = len(high) + vals = np.full(n, np.nan) + vahs = np.full(n, np.nan) + pocs = np.full(n, np.nan) + + for i in range(n): + start_idx = max(0, i - window_size + 1) + end_idx = i + 1 + high_window = high[start_idx:end_idx] + low_window = low[start_idx:end_idx] + volume_window = volume[start_idx:end_idx] + bins, volume_profile = calculate_volume_profile( + high_window, low_window, volume_window, num_bins + ) + val, vah, poc = compute_value_area(bins, volume_profile) + vals[i] = val + vahs[i] = vah + pocs[i] = poc + + return vals, vahs, pocs + + vals, vahs, pocs = calculate_val_vah_poc(high.values, low.values, volume.values, window_size=240, num_bins=2000) diff --git a/to_explore/volume-profile-scalar.py b/to_explore/volume-profile-scalar.py new file mode 100644 index 0000000..63faa21 --- /dev/null +++ b/to_explore/volume-profile-scalar.py @@ -0,0 +1,74 @@ +symbol='SPY' +start_date='one year ago' +timeframe='1h' +tz='America/New_York' +limit=50000 + +data = vbt.PolygonData.pull( + symbol, + start=start_date, + timeframe=timeframe, + tz=tz, + limit=limit, + missing_index="drop" +).dropna() +data = data.get() +close = data['Close'] +high = data['High'] +low = data['Low'] +open = data['Open'] +vwap = data['VWAP'] +volume = data['Volume'] + +@njit +def volume_profile_numba(prices, volumes, bins=100): + # Calculate min and max prices + price_min, price_max = np.min(prices), np.max(prices) + + # Create price bins + price_bins = np.linspace(price_min, price_max, bins) + + # Initialize volume sum array + volume_sum = np.zeros(len(price_bins) - 1) + + # Bin volumes into price ranges + for i in range(len(prices)): + for j in range(len(price_bins) - 1): + if price_bins[j] <= prices[i] < price_bins[j + 1]: + volume_sum[j] += volumes[i] + break + + # Total volume and value area volume (70%) + total_volume = np.sum(volume_sum) + value_area_volume = 0.7 * total_volume + + # Sort by volume to determine Value Area + sorted_indices = np.argsort(volume_sum)[::-1] + cum_volume = np.cumsum(volume_sum[sorted_indices]) + + # Determine Value Area High (VAH) and Low (VAL) + vah_idx = np.argmax(cum_volume >= value_area_volume) + vah = price_bins[sorted_indices[:vah_idx + 1]].max() + val = price_bins[sorted_indices[:vah_idx + 1]].min() + + # Point of Control (POC) - Highest volume node + poc_idx = np.argmax(volume_sum) + poc = price_bins[poc_idx] + + return vah, val, poc + + +def get_volume_profile(data, days=7, bins=2000): + # Extract last 'days' worth of data + recent_data = data[-days*24:] + prices = recent_data['Close'].values + volumes = recent_data['Volume'].values + + vah, val, poc = volume_profile_numba(prices, volumes, bins) + + return {'VAH': vah, 'VAL': val, 'POC': poc} + + +profile_levels = get_volume_profile(data, days=7) +print(f"VAH: {profile_levels['VAH']}, VAL: {profile_levels['VAL']}, POC: {profile_levels['POC']}") +