A deep dive into the theory and mathematics behind neural networks, beyond typical AI applications.
Area of focus:
- Grasp complex statistical learning theories and their application in neural frameworks.
- Explore universal approximation theorems to understand network capabilities.
- Delve into the trade-offs between neural network depth and width.
- Analyze the optimization landscapes to enhance training performance.
- Study advanced gradient optimization methods for efficient training.
- Investigate generalization theories applicable to deep learning models.
- Examine regularization techniques with a strong theoretical foundation.
- Apply the Information Bottleneck principle for better learning insights.
- Understand the role of stochasticity and its impact on neural networks.
- Master Bayesian techniques for uncertainty quantification and posterior inference.
- Model neural networks using dynamical systems theory for stability analysis.
- Learn representation learning and the geometry of feature spaces for transfer learning.
- Explore theoretical insights into Convolutional Neural Networks (CNNs).
- Analyze Recurrent Neural Networks (RNNs) for sequence data and temporal predictions.
- Discover the theoretical underpinnings of attention mechanisms and transformers.
- Study generative models like VAEs and GANs for creating new data.
- Dive into energy-based models and Boltzmann machines for unsupervised learning.
- Understand neural tangent kernel frameworks and infinite width networks.
- Examine symmetries and invariances in neural network design.
- Explore optimization methodologies beyond traditional gradient descent.
- Enhance model robustness by learning about adversarial examples.
- Address challenges in continual learning and overcome catastrophic forgetting.
- Interpret sparse coding theories and design efficient, interpretable models.
- Link neural networks with differential equations for theoretical advancements.
- Analyze graph neural networks for relational learning on complex data structures.
- Grasp the principles of meta-learning for quick adaptation and hypothesis search.
- Delve into quantum neural networks for pushing the boundaries of computation.
- Investigate neuromorphic computing models such as spiking neural networks.
- Decode neural networks' decisions through explainability and interpretability methods.
- Reflect on the ethical and philosophical implications of advanced AI technologies.
- Discuss the theoretical limitations and unresolved challenges of neural networks.
- Learn how topological data analysis informs neural network decision boundaries.
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Paperback. Condition: new. Paperback. A deep dive into the theory and mathematics behind neural networks, beyond typical AI applications. Area of focus: - Grasp complex statistical learning theories and their application in neural frameworks.- Explore universal approximation theorems to understand network capabilities.- Delve into the trade-offs between neural network depth and width.- Analyze the optimization landscapes to enhance training performance.- Study advanced gradient optimization methods for efficient training.- Investigate generalization theories applicable to deep learning models.- Examine regularization techniques with a strong theoretical foundation.- Apply the Information Bottleneck principle for better learning insights.- Understand the role of stochasticity and its impact on neural networks.- Master Bayesian techniques for uncertainty quantification and posterior inference.- Model neural networks using dynamical systems theory for stability analysis.- Learn representation learning and the geometry of feature spaces for transfer learning.- Explore theoretical insights into Convolutional Neural Networks (CNNs).- Analyze Recurrent Neural Networks (RNNs) for sequence data and temporal predictions.- Discover the theoretical underpinnings of attention mechanisms and transformers.- Study generative models like VAEs and GANs for creating new data.- Dive into energy-based models and Boltzmann machines for unsupervised learning.- Understand neural tangent kernel frameworks and infinite width networks.- Examine symmetries and invariances in neural network design.- Explore optimization methodologies beyond traditional gradient descent.- Enhance model robustness by learning about adversarial examples.- Address challenges in continual learning and overcome catastrophic forgetting.- Interpret sparse coding theories and design efficient, interpretable models.- Link neural networks with differential equations for theoretical advancements.- Analyze graph neural networks for relational learning on complex data structures.- Grasp the principles of meta-learning for quick adaptation and hypothesis search.- Delve into quantum neural networks for pushing the boundaries of computation.- Investigate neuromorphic computing models such as spiking neural networks.- Decode neural networks' decisions through explainability and interpretability methods.- Reflect on the ethical and philosophical implications of advanced AI technologies.- Discuss the theoretical limitations and unresolved challenges of neural networks.- Learn how topological data analysis informs neural network decision boundaries. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. Seller Inventory # 9798339808039
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