Dataset Viewer (First 5GB)
Search is not available for this dataset
text
stringlengths 1.75k
95.1M
| id
stringlengths 21
24
| file_path
stringclasses 55
values |
|---|---|---|
{
"cells": [
{
"cell_type": "markdown",
"execution_count": null,
"metadata": {
"papermill": {
"duration": 0.005,
"end_time": "2020-08-31T03:39:21.455778",
"exception": false,
"start_time": "2020-08-31T03:39:21.450778",
"status": "completed"
},
"tags": []
},
"source": [
"Hello everyone!. I have been digging about parts of speech (POS) tagging in a sentence and found out a technique where they used hidden markov model in that. But I could't fully understand that. Moreover, in that tutorial they used Viterbi Algorithm to tag the parts of speech in a sentence. This notebook is my efforts to understand markov models and use them in code. If you want to learn along with me, you can follow along. \n",
"\n",
"Thanks :) \n"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"execution": {
"iopub.execute_input": "2020-08-31T03:39:21.502032Z",
"iopub.status.busy": "2020-08-31T03:39:21.481709Z",
"iopub.status.idle": "2020-08-31T03:39:21.650247Z",
"shell.execute_reply": "2020-08-31T03:39:21.650891Z"
},
"papermill": {
"duration": 0.183247,
"end_time": "2020-08-31T03:39:21.651087",
"exception": false,
"start_time": "2020-08-31T03:39:21.467840",
"status": "completed"
},
"tags": []
},
"outputs": [
{
"data": {
"image/jpeg": "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\n",
"text/html": [
"\n",
" <iframe\n",
" width=\"800\"\n",
" height=\"600\"\n",
" src=\"https://www.youtube.com/embed/Uz3JIp6EvIg\"\n",
" frameborder=\"0\"\n",
" allowfullscreen\n",
" ></iframe>\n",
" "
],
"text/plain": [
"<IPython.lib.display.YouTubeVideo at 0x7f3fba0d8d90>"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from IPython.display import YouTubeVideo\n",
"YouTubeVideo('Uz3JIp6EvIg', width=800, height=600 )"
]
},
{
"cell_type": "markdown",
"execution_count": null,
"metadata": {
"_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
"_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5",
"papermill": {
"duration": 0.003951,
"end_time": "2020-08-31T03:39:21.659755",
"exception": false,
"start_time": "2020-08-31T03:39:21.655804",
"status": "completed"
},
"tags": []
},
"source": [
"The example says that at the beginning of the month, three shops A, B and C has 200, 120 and 180 visitors. However, at the end of the month in store A, 10% goes to store B and 10% goes to store C. Similarly, in sotre B, 20% goes to sotre A and 10% goes to store C at the end of the month. In store C, 10 % goes to store A and 30% goes to store B at the end of the month. "
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"_cell_guid": "79c7e3d0-c299-4dcb-8224-4455121ee9b0",
"_uuid": "d629ff2d2480ee46fbb7e2d37f6b5fab8052498a",
"collapsed": true,
"papermill": {
"duration": 0.003911,
"end_time": "2020-08-31T03:39:21.668121",
"exception": false,
"start_time": "2020-08-31T03:39:21.664210",
"status": "completed"
},
"tags": []
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.7.6"
},
"papermill": {
"duration": 5.506313,
"end_time": "2020-08-31T03:39:21.780878",
"environment_variables": {},
"exception": null,
"input_path": "__notebook__.ipynb",
"output_path": "__notebook__.ipynb",
"parameters": {},
"start_time": "2020-08-31T03:39:16.274565",
"version": "2.1.0"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
| 0041/686/41686593.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\"cells\":[{\"metadata\":{\"trusted\":true},\"cell_type\":\"code\",\"source\":\"import numpy as np(...TRUNCATED) | 0041/686/41686594.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\n \"cells\": [\n {\n \"cell_type\": \"code\",\n \"execution_count\": 1,\n \"metadata\": {\(...TRUNCATED) | 0041/687/41687150.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\n \"cells\": [\n {\n \"cell_type\": \"code\",\n \"execution_count\": 1,\n \"metadata\": {\(...TRUNCATED) | 0041/687/41687464.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\"cells\":[{\"metadata\":{\"_uuid\":\"8f2839f25d086af736a60e9eeb907d3b93b6e0e5\",\"_cell_guid\":\"(...TRUNCATED) | 0041/687/41687469.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\n \"cells\": [\n {\n \"cell_type\": \"code\",\n \"execution_count\": 1,\n \"metadata\": {\(...TRUNCATED) | 0041/687/41687540.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\"cells\":[{\"metadata\":{\"_uuid\":\"8f2839f25d086af736a60e9eeb907d3b93b6e0e5\",\"_cell_guid\":\"(...TRUNCATED) | 0041/687/41687647.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\n \"cells\": [\n {\n \"cell_type\": \"markdown\",\n \"execution_count\": null,\n \"metadat(...TRUNCATED) | 0041/687/41687765.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\"cells\":[{\"metadata\":{},\"cell_type\":\"markdown\",\"source\":\"### Importing Libraries\"},{\"(...TRUNCATED) | 0041/687/41687824.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
"{\"cells\":[{\"metadata\":{},\"cell_type\":\"markdown\",\"source\":\"# PHYSICS 121 Lab 1 *RC* Circu(...TRUNCATED) | 0041/687/41687902.ipynb | s3://data-agents/kaggle-outputs/sharded/030_00041.jsonl.gz |
End of preview. Expand
in Data Studio
README.md exists but content is empty.
- Downloads last month
- 26