{ "cells": [ { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import os\n", "from scipy.signal import find_peaks\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "df = pd.read_csv('export.csv')" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "arr = df.close.to_numpy()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "arr[:1000]\n", "peaks = find_peaks(arr[:10000])" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "dot_y = []\n", "for i, point in enumerate(arr[:10000]):\n", " if i in peaks[0]:\n", " dot_y.append(point)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2381, 2381)" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(peaks[0]), len(dot_y)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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