Discover the fascinating journey of HMM-Based Machine Learning through our engaging quiz on its historical evolution. In this fascinating quiz, you'll explore the origins of Hidden Markov Models (HMMs) and their application in various fields like Natural Language Processing, Image Recognition, and Robotics. Delve into the concept of "hidden" states and understand how HMMs model emission probabilities using Gaussian distributions.
Test your knowledge of essential algorithms like Viterbi and Baum-Welch, uncovering their significance in HMM-based model training. Whether you're a novice or an expert, this quiz offers an exciting opportunity to learn and reminisce about the captivating history of HMM-Based Machine Learning.
Weather forecasting
Speech recognition
Stock market prediction
All of the above
Natural Language Processing
Image Recognition
Robotics
All of the above
Variance
Entropy
Markov property
Skewness
HMMs are deterministic models.
HMMs are always overfit to the data.
HMMs can be used for classification tasks only.
HMMs are probabilistic models.
The model's parameters
The true state or process
The features extracted
The output labels of the model
Gaussian distribution
Uniform distribution
Exponential distribution
Poisson distribution
Determine likelihood
Model probability of transition
Model distribution of data
Estimate number of hidden states
Model training
Sequence alignment
Parameter estimation
Decoding the most likely sequence
Support Vector Machine (SVM)
K-Means clustering
Expectation-Maximization (EM)
Gradient Descent
Underfitting and overfitting
Bias and variance
Computation speed and memory usage
Decoding and learning the model parameters
Difficulty in long-range dependencies
Lack of flexibility
Inability to model non-linear relationships
High computational complexity
Likelihood of observed sequence
Most likely sequence of hidden states
Expected counts of state transitions
Marginal probabilities of hidden states
Unsupervised learning of model parameters
Feature extraction
Clustering of hidden states
Model generalization
Minimal computation power
Handle missing data effectively
Automatically discover features
Immune to overfitting issues
Quiz Review Timeline (Updated): Jul 28, 2023 +
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