Lecture 14 – Time Series Data Mining & Sequential Pattern Analysis

Lecture 14 explains time series data mining, sequential pattern algorithms, forecasting models (ARIMA, LSTM), preprocessing, similarity measures, anomaly detection, and real-world applications in finance, healthcare, IoT, and cybersecurity.

Time-series data is everywhere stock markets, weather sensors, medical signals, website traffic, electricity consumption, and network logs. Unlike static datasets, time-series data captures values across time, meaning patterns, trends, seasonal behaviors, and anomalies can reveal powerful insights.

This lecture teaches how to prepare, analyze, model, and mine time-series and sequential patterns for real-world AI applications.

Introduction to Time-Series Mining

What Is Time-Series Data?

Time-series data is any information recorded at regular time intervals.

Examples:

  • Daily temperature
  • Hourly electricity usage
  • Minute-by-minute heart rate
  • Stock prices every second

Why Time-Series Matters in Data Mining

Because the order of data points matters.

Time influences:

  • Trends
  • Cycles
  • Correlations
  • Patterns
  • Predictions

Components of Time-Series

Trend

Long-term increase or decrease over years.

Seasonality

Repeating patterns (daily, monthly, yearly).

Cyclic Behavior

Irregular economic cycles (booms, recessions).

Noise

Random fluctuations caused by unpredictable events.

Time-Series Preprocessing

Preparing time-series data is more complex than normal datasets.

Handling Missing Time Steps

Methods:

  • Forward fill
  • Interpolation
  • Model-based imputation

Example (Python-style):

df = df.asfreq('D').interpolate()

Smoothing & Filtering

Used to remove noise.

Methods:

  • Moving average
  • Exponential smoothing
  • Low-pass filters

Stationarity

For many forecasting models (ARIMA), data must be stationary.

Check with:

  • ADF test
  • Rolling mean

Fix using:

  • Differencing
  • Log transforms
  • Detrending

Normalization & Scaling

Common techniques:

  • Min-Max Scaling
  • Z-score Standardization

Essential for neural networks.

Deep Learning Course

Time-Series Feature Extraction

Statistical Features

  • Mean
  • Variance
  • Skewness
  • Kurtosis

Rolling Windows

Extract features over sliding windows.

Example:

df['mean_7'] = df['value'].rolling(7).mean()

Fourier & Wavelet Transforms

Used to analyze frequency patterns.

Applications:

  • Speech mining
  • ECG signals
  • Machinery vibration analysis

Sequential Pattern Mining

Sequential Pattern Mining discovers frequent sequences in ordered datasets.

GSP Algorithm (Generalized Sequential Patterns)

Steps:

  1. Generate candidate sequences
  2. Count support
  3. Keep frequent sequences
  4. Repeat

PrefixSpan Algorithm

Avoids candidate generation.
Build sequences by growing prefixes.

SPADE Algorithm

Uses vertical data format for scalability.

Time-Series Similarity Measures

Euclidean Distance

Works for equal-length, aligned sequences.

Dynamic Time Warping (DTW)

Handles sequences with different speeds.

Used for:

  • Speech
  • Handwriting
  • Wearables

TensorFlow Time-Series Tutorials

Correlation-Based Similarity

Measures how two sequences move together.

Time-Series Classification

Distance-Based Methods

  • 1-NN + DTW
  • Shapelet transforms

Feature-Based Methods

Extract features → use ML models.

Deep Learning Approaches

  • CNN on time-series images
  • RNN/LSTM
  • Transformer models

Time-Series Forecasting Models

AR, MA & ARMA

Classical statistical models.

ARIMA & SARIMA

ARIMA handles:

  • Trends
  • Autocorrelation
  • Noise

SARIMA adds:

  • Seasonality

Prophet Model (by Meta/Facebook)

Great for:

  • Missing data
  • Holidays
  • Seasonality

LSTM & GRU Models

Best for:

  • Long temporal patterns
  • Irregular data
  • Multi-step forecasting

Diagram:

Input Sequence → LSTM Cells → Dense → Forecast

Lecture 13 – Deep Learning for Data Mining Foundations, Architectures & Applications

Anomaly Detection in Time-Series

Statistical Thresholding

Find outliers based on:

  • Z-score
  • Confidence intervals
  • IQR

Isolation-Based Methods

Isolation forest isolates anomalies easily.

Autoencoder Detection

Autoencoders produce high reconstruction error for anomalies.

Real-World Applications

Finance

  • Stock market prediction
  • Fraud detection
  • Risk scoring

Healthcare

  • ECG/EEG analysis
  • Patient monitoring
  • Disease detection

IoT & Sensor Data

  • Smart home automation
  • Industrial machinery
  • Environmental monitoring

Cybersecurity

  • Botnet detection
  • Intrusion detection
  • Network traffic anomalies

Summary

Lecture 14 explored the complete world of time-series data mining: data preparation, rolling windows, sequential patterns, similarity measures, forecasting models including ARIMA and LSTM, anomaly detection, and real-world applications. Students now understand how to mine temporal data and build forecasting systems used across finance, medicine, IoT, and cyber analytics.

People also ask:

What makes time-series different from normal data?

The order and timing of observations matter.

Which model is best for forecasting?

ARIMA for small datasets, LSTM for large, complex sequences.

What is Dynamic Time Warping used for?

Comparing sequences with different speeds or lengths.

How do you remove noise from time-series?

Using smoothing techniques like moving averages.

What is sequential pattern mining used for?

Discovering common behavior sequences such as user actions or purchase paths.

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