MOTAMS / copy_of_mona_raghad_lujin_projcect.py
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Smart Travel: Discover Your Perfect Hotel Using AI
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# -*- coding: utf-8 -*-
"""Copy of Mona_Raghad_Lujin_projcect.ipynb
Automatically generated by Colab.
Original file is located at
https://colab.research.google.com/drive/1qn3CfGuoWA8ghVrJ2l8KifSOj7A2RI6J
# Smart Travel: Discover Your Perfect Hotel Using AI ✈
![1a55ad12640a86cea9277c19cbc8b37f.jpg](data:image/jpeg;base64,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)
**Objective:**
The Project Search Agent is designed to revolutionize the way users find and interact with information by leveraging advanced artificial intelligence (AI) and natural language processing (NLP) technologies. The search agent aims to provide intelligent, personalized, and efficient search experiences across various domains, such as hotels, products, or content, by understanding user intent and delivering relevant results.
**Architecture and Workflow:**
**Data Ingestion and Preparation:**
Datasets: Utilize datasets containing structured and unstructured data related to user queries, items, or subjects of interest (e.g., hotel reviews, product descriptions).
Data Cleaning: Implement data preprocessing using pandas to handle missing values, remove noise, and standardize text data for further analysis.
**Natural Language Processing (NLP):**
Text Preprocessing: Use libraries like nltk or spaCy to tokenize, lemmatize, and remove stopwords from the text data, ensuring it is clean and consistent for analysis.
Sentiment Analysis: Apply sentiment analysis models to understand user sentiments and extract meaningful insights that guide the search recommendations.
**transformers Models:**
Semantic Search: Employ models from the transformers library, such as BERT or Sentence Transformers, to convert text into embeddings for semantic analysis.
Similarity Calculation: Use sklearn.metrics.pairwise to compute cosine similarity between query embeddings and item embeddings, identifying the most relevant matches.
**Recommendation System:**
Content-Based Filtering: Recommend items based on the semantic similarity of user queries to item attributes or reviews.
Personalized Suggestions: Incorporate user preferences and feedback to refine recommendations, ensuring a personalized experience.
**Data Visualization:**
Visual Insights: Use matplotlib and seaborn to create visual representations of search results, sentiment trends, and item ratings.
Comparative Analysis: Provide visual comparisons to help users understand the context and relevance of recommended items.
**Interactive User Interface:**
Gradio Integration: Develop an interactive web-based interface using Gradio, allowing users to input queries and view results in real-time.
User Interaction: Enable seamless interaction and instant feedback through an intuitive, user-friendly design that facilitates exploration and discovery.
# Installing Required Libraries
"""
!pip install datasets
!pip install keyphrase-vectorizers
!pip install transformers
!pip install sentence-transformers
!pip install gradio
"""# Data Preparation and Cleaning"""
import pandas as pd
df = pd.DataFrame(ds["train"])
df.info()
missing_values_per_column = df.isnull().sum()
print("Missing values per column:")
print(missing_values_per_column)
import pandas as pd
# Assuming df is your DataFrame
# Display initial missing value counts
print("Initial missing values per column:")
print(df.isnull().sum())
# Fill missing values in 'review_text' with an empty string and 'rate' with a specific value
df['review_text'].fillna('', inplace=True)
df['rate'].fillna(df['rate'].mean(), inplace=True) # Filling with mean for example
# Fill missing values in 'hotel_description' with a placeholder
df['hotel_description'].fillna('Description not available', inplace=True)
# Verify the cleaning
print("\nMissing values after cleaning:")
print(df.isnull().sum())
# Display the cleaned DataFrame (first few rows)
print("\nCleaned DataFrame sample:")
print(df.head())
df.hotel_name.value_counts()
import re
import nltk
from nltk.corpus import stopwords
from nltk.tokenize import word_tokenize
from nltk.stem import WordNetLemmatizer
import pandas as pd
# Download necessary NLTK resources
nltk.download('punkt')
nltk.download('stopwords')
nltk.download('wordnet')
# Load your DataFrame (assuming it's named df)
# Ensure that df is defined elsewhere in your code with the appropriate data
# Normalize country names
df['country'] = df['country'].replace({'Türkiye': 'Turkiye'})
# Check the value counts to verify the replacement
print(df['country'].value_counts())
def clean_text(text):
"""
Cleans text data by removing punctuation, converting to lowercase, removing stopwords, and lemmatizing.
Args:
text: The text string to be cleaned.
Returns:
The cleaned text string.
"""
# Handle None or empty values
if pd.isnull(text):
return ""
# Lowercase the text
text = text.lower()
# Remove special characters and numbers
text = re.sub(r'[^a-zA-Z\s]', '', text)
# Tokenize the text
tokens = word_tokenize(text)
# Remove stop words
stop_words = set(stopwords.words('english'))
tokens = [word for word in tokens if word not in stop_words]
# Lemmatize the tokens
lemmatizer = WordNetLemmatizer()
tokens = [lemmatizer.lemmatize(word) for word in tokens]
# Join the tokens back into a string
cleaned_text = ' '.join(tokens)
return cleaned_text
# Apply text cleaning to the 'review_text' column
df['cleaned_reviews'] = df['review_text'].apply(clean_text)
print(df.columns)
print(df.isnull().sum())
"""# Sentiment Analysis and Visualization"""
from datasets import load_dataset
from nltk.sentiment import SentimentIntensityAnalyzer
import nltk
import matplotlib.pyplot as plt
import seaborn as sns
# Download necessary NLTK resources
nltk.download('vader_lexicon')
# Initialize SentimentIntensityAnalyzer
sia = SentimentIntensityAnalyzer()
def classify_sentiment(review):
"""
Classifies the sentiment of a review as positive, negative, or neutral.
Args:
review: The text of the review.
Returns:
A string indicating the sentiment category: 'positive', 'negative', or 'neutral'.
"""
# Handle None values
if review is None:
return 'neutral' # Or any default value you prefer
# Get sentiment scores
sentiment = sia.polarity_scores(review)
# Determine sentiment category
if sentiment['compound'] > 0.05:
return 'positive'
elif sentiment['compound'] < -0.05:
return 'negative'
else:
return 'neutral'
# Apply sentiment analysis to classify each review using the correct column name 'cleaned_reviews'
df['Sentiment'] = df['cleaned_reviews'].apply(classify_sentiment)
# Group reviews by sentiment
positive_reviews = df[df['Sentiment'] == 'positive']
neutral_reviews = df[df['Sentiment'] == 'neutral']
negative_reviews = df[df['Sentiment'] == 'negative']
# Display results in a structured table
def display_table(df, sentiment, title):
print(f"\n{title} Reviews:")
display_df = df[['hotel_name', 'cleaned_reviews', 'Sentiment']].head(5)
print(display_df.to_markdown(index=False))
# Display structured tables for each sentiment category
display_table(positive_reviews, 'positive', "Positive")
display_table(neutral_reviews, 'neutral', "Neutral")
display_table(negative_reviews, 'negative', "Negative")
"""# Analyzing and Visualizing Top-Rated Hotels in a Selected Locality"""
# Check for unique localities
unique_localities = df['locality'].unique()
print(f"Number of unique localities: {len(unique_localities)}")
print("Sample localities:", unique_localities)
# Prompt user to choose a locality
print("\nAvailable localities:")
for index, locality in enumerate(unique_localities):
print(f"{index + 1}. {locality}")
selected_index = int(input("\nSelect a locality by number: ")) - 1
selected_locality = unique_localities[selected_index]
print(f"\nYou selected: {selected_locality}")
# Filter DataFrame by the selected locality
df_selected_locality = df[df['locality'] == selected_locality]
# Analyze and plot the selected locality
positive_review_counts_locality = df_selected_locality[df_selected_locality['Sentiment'] == 'positive'].groupby('hotel_name').size().reset_index(name='Positive Review Count')
top_hotels_locality = positive_review_counts_locality.sort_values(by='Positive Review Count', ascending=False).head(15)
plt.figure(figsize=(10, 6))
ax = sns.barplot(data=top_hotels_locality, y='hotel_name', x='Positive Review Count', palette='viridis')
plt.title(f'Top Hotels in {selected_locality} with the Most Positive Reviews')
plt.xlabel('Number of Positive Reviews')
plt.ylabel('Hotel Name')
plt.xlim(0, top_hotels_locality['Positive Review Count'].max() * 1.1) # Adjust x-axis limit
plt.show()
"""# Hotel Review Summarization and Rating Visualization"""
from transformers import pipeline, AutoTokenizer, AutoModelForSeq2SeqLM
# Load the tokenizer and model explicitly
tokenizer = AutoTokenizer.from_pretrained("mrm8488/bert-mini2bert-mini-finetuned-cnn_daily_mail-summarization")
model = AutoModelForSeq2SeqLM.from_pretrained("mrm8488/bert-mini2bert-mini-finetuned-cnn_daily_mail-summarization")
# Initialize the summarization pipeline with the tokenizer and model
pipe = pipeline("summarization", model=model, tokenizer=tokenizer)
# Group reviews by hotel
hotel_reviews = df.groupby('hotel_name')['cleaned_reviews'].apply(list).to_dict()
# Generate summaries for each hotel
hotel_summaries_detailed = {}
for hotel, reviews in hotel_reviews.items():
all_reviews_text = ' '.join(reviews)
# Tokenize the input text and truncate to the model's maximum length
inputs = tokenizer(all_reviews_text, truncation=True, max_length=512, return_tensors="pt") # Adjust max_length if needed
# Summarize using the model
summary_ids = model.generate(**inputs, max_length=100) # Adjust max summary length as needed
summary = tokenizer.decode(summary_ids[0], skip_special_tokens=True)
hotel_summaries_detailed[hotel] = {
"summary": summary
}
# Print detailed summaries
for hotel, data in hotel_summaries_detailed.items():
print(f"Hotel: {hotel}")
print(f"Summary: {data['summary']}\n")
df.rating_value.value_counts()
import pandas as pd
import matplotlib.pyplot as plt
# Sample DataFrame setup with rating counts
rating_data = {
'rating_value': [4.5, 5.0, 4.0, 3.5, 3.0],
'count': [2677, 1520, 1520, 200, 80]
}
df_ratings = pd.DataFrame(rating_data)
# Calculate total count and percentage for each rating
df_ratings['percentage'] = (df_ratings['count'] / df_ratings['count'].sum()) * 100
# Plotting the pie chart
plt.figure(figsize=(8, 8))
plt.pie(df_ratings['percentage'], labels=df_ratings['rating_value'], autopct='%1.1f%%', startangle=140, colors=plt.cm.Paired.colors)
plt.title('Distribution of Hotel Ratings', fontsize=16, fontweight='bold')
plt.axis('equal') # Equal aspect ratio ensures that pie is drawn as a circle.
plt.show()
import pandas as pd
# Create a list to store the data
summary_data = []
# Iterate through the hotel summaries and extract data
for hotel, summary_info in hotel_summaries_detailed.items():
summary_data.append({
'hotel_name': hotel,
'summary': summary_info['summary']
})
# Create a DataFrame from the extracted data
summary_df = pd.DataFrame(summary_data)
# Calculate average rating for each hotel
average_ratings = df.groupby('hotel_name')['rating_value'].mean()
# Add average rating to summary_df
summary_df = summary_df.merge(average_ratings, on='hotel_name', how='left')
summary_df.rename(columns={'rating_value': 'average_rating'}, inplace=True)
# Merge hotel_description and city from original DataFrame
summary_df = summary_df.merge(df[['hotel_name', 'hotel_description', 'locality']].drop_duplicates('hotel_name'), on='hotel_name', how='left')
# Merge hotel_image from original DataFrame
# Get unique hotel images
hotel_images = df[['hotel_name', 'hotel_image']].drop_duplicates('hotel_name')
# Merge hotel images into summary_df
summary_df = summary_df.merge(hotel_images, on='hotel_name', how='left')
summary_df
# Plot locality vs average_rating using a box plot
figsize = (8, 1.2 * len(summary_df['locality'].unique()))
plt.figure(figsize=figsize)
sns.boxplot(data=summary_df, x='average_rating', y='locality', palette='Dark2')
sns.despine(top=True, right=True, bottom=True, left=True)
# Add title and labels
plt.title('Distribution of Average Hotel Ratings by Locality')
"""By using insights from the box plot, businesses can better understand customer preferences and satisfaction levels. This helps them improve service quality and meet customer expectations, leading to happier customers and stronger customer relationships. Ultimately, this benefits both the business and its customers, creating a positive outcome for everyone involved.
# Semantic Search and Similarity
"""
from sentence_transformers import SentenceTransformer, util
embedding = SentenceTransformer('sentence-transformers/all-MiniLM-L6-v2')
#sample= summary_df[:20]
summary_df["embedding"] = summary_df["summary"].apply(lambda x: embedding.encode(x))
from sklearn.metrics.pairwise import cosine_similarity
from PIL import Image
from IPython.display import display
import requests
def search(query):
query_embedding = embedding.encode(query)
summary_df["similarity"] = summary_df["embedding"].apply(lambda x: cosine_similarity([query_embedding], [x])[0][0])
results = summary_df.sort_values("similarity", ascending=False).head(3)# we can chage top
print("Top 3 most similar hotels:")
for index, row in results.iterrows():
print(f"Hotel Name: {row['hotel_name']}")
print(f"hotel description: {row['hotel_description']}")
print(f"summary: {row['summary']}")
print(f"locality: {row['locality']}")
print(f"Similarity Score: {row['similarity']}\n")
# Open the image using Image.open() and display it
image = Image.open(requests.get(row['hotel_image'], stream=True).raw) # Assuming 'hotel_image' contains a URL
display(image.resize((200, 200))) # Resize and display the image
print("\n")
# Example usage
query = 'a hotel in london and great food nearby but not too expensive'
q_cleaned = clean_text(query)
results = search(q_cleaned)
print(results)
"""# Interactive Search Interface"""
import gradio as gr
from sklearn.metrics.pairwise import cosine_similarity
from PIL import Image
import requests
import pandas as pd
from sentence_transformers import SentenceTransformer
# تحميل نموذج Sentence Transformer لاستخراج المتجهات
embedding_model = SentenceTransformer('all-MiniLM-L6-v2')
# إعداد البيانات - هذه مجرد عينة من البيانات
data = {
"hotel_name": ["Hotel A", "Hotel B", "Hotel C"],
"hotel_description": [
"Beautiful hotel with sea view",
"Luxury hotel with great amenities",
"Affordable hotel with excellent location"
],
"summary": [
"Sea view and modern rooms.",
"Luxurious and spacious.",
"Economical and well-located."
],
"locality": ["London", "Paris", "New York"],
"hotel_image": [
"https://example.com/hotelA.jpg", # استبدل هذه الروابط بروابط صور حقيقية
"https://example.com/hotelB.jpg",
"https://example.com/hotelC.jpg"
]
}
summary_df = pd.DataFrame(data)
summary_df["embedding"] = summary_df["hotel_description"].apply(lambda x: embedding_model.encode(x))
def search(query):
query_embedding = embedding_model.encode(query)
summary_df["similarity"] = summary_df["embedding"].apply(lambda x: cosine_similarity([query_embedding], [x])[0][0])
results = summary_df.sort_values("similarity", ascending=False).head(3) # نعرض أفضل 3 نتائج
output = []
for index, row in results.iterrows():
hotel_info = f"**Hotel Name:** {row['hotel_name']}\n" \
f"**Description:** {row['hotel_description']}\n" \
f"**Summary:** {row['summary']}\n" \
f"**Locality:** {row['locality']}\n" \
f"**Similarity Score:** {row['similarity']:.2f}\n"
image_url = row['hotel_image']
image = Image.open(requests.get(image_url, stream=True).raw).resize((200, 200))
output.append((hotel_info, image))
return output
def gradio_interface(query):
results = search(query)
return results
# Create a Gradio interface
# Update to use gr.Textbox for both inputs and outputs
demo = gr.Interface(
fn=search_gradio,
inputs=gr.Textbox(lines=2, label="Enter your query"), # Use gr.Textbox directly
outputs=gr.Textbox(label="Search Results") # Use gr.Textbox directly
)
demo.launch()