Oreilly – Math and Architectures of Deep Learning 2024-5
Oreilly – Math and Architectures of Deep Learning 2024-5 Downloadly IRSpace

Math and Architectures of Deep Learning course. In today’s world, deep learning models are widely used in solving various problems. However, a deep understanding of how these models work is often challenging for engineers. This course will help you to easily understand the complex concepts of deep learning by providing simple explanations and practical examples. This comprehensive and detailed training course examines the mathematical concepts and architectures behind deep learning models. By participating in this course, you can better understand the performance of deep learning models and optimize them. In a nutshell, this course will help you open the deep learning black box and gain a deep understanding of how it works.
What you will learn:
- The relationship between mathematical concepts, theory and programming in deep learning
- Linear algebra, vector calculus and multivariate statistics for deep learning
- The structure of neural networks
- Implementation of deep learning architectures with Python and Python
- Design and implement your own deep learning models.
- Diagnose and troubleshoot problems with deep learning models.
- Understand the latest research in deep learning and apply it to your projects.
- Fixed problems with models with poor performance
- Practical and downloadable codes in the form of Jupyter notebooks
This course is suitable for people who:
- They are familiar with Python programming language.
- They know the basic concepts of algebra and arithmetic.
Course details
- Publisher: Oreilly
- Teacher: Krishnendu Chaudhury
- Training level: beginner to advanced
- Training duration: 17 hours and 14 minutes
Course headings
- Chapter 1. An overview of machine learning and deep learning
- Chapter 2. Vectors, matrices, and tensors in machine learning
- Chapter 3. Classifiers and vector calculus
- Chapter 4. Linear algebraic tools in machine learning
- Chapter 5. Probability distributions in machine learning
- Chapter 6. Bayesian tools for machine learning
- Chapter 7. Function approximation: How neural networks model the world
- Chapter 8. Training neural networks: Forward propagation and backpropagation
- Chapter 9. Loss, optimization, and regularization
- Chapter 10. Convolutions in neural networks
- Chapter 11. Neural networks for image classification and object detection
- Chapter 12. Manifolds, homeomorphism, and neural networks
- Chapter 13. Fully Bayes model parameter estimation
- Chapter 14. Latent space and generative modeling, autoencoders, and variational autoencoders
Course images
Sample video of the course
Installation guide
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Quality: 720p
download link
File(s) password: www.downloadly.ir
Size
2.3 GB