Description for Mathematics for ML Specialization
Features of Course
Level: Beginner
Certification Degree: Yes
Languages the Course is Available: 22
Offered by: On Coursera provided by Imperial College London
Duration: 1 month at 10 hours a week
Schedule: Flexible
Pricing for Mathematics for ML Specialization
Use Cases for Mathematics for ML Specialization
FAQs for Mathematics for ML Specialization
Reviews for Mathematics for ML Specialization
0 / 5
from 0 reviews
Ease of Use
Ease of Customization
Intuitive Interface
Value for Money
Support Team Responsiveness
Alternative Tools for Mathematics for ML Specialization
Apply linear algebra concepts like linear independence, rank, singularity, eigenvalues, and eigenvectors to analyze data and solve machine learning problems using standard vector and matrix operations.
Learn to implement and apply unsupervised learning techniques, focusing on clustering and dimension reduction algorithms, in a business environment.
Learn linear algebra concepts, including eigenvalues and eigenvectors, and apply them to practical problems using Python and Jupyter notebooks.
Apply mathematical concepts to real-world data, derive PCA from a projection perspective, comprehend orthogonal projections, and master Principal Component Analysis.
Featured Tools
Learn to develop, train, and assess neural networks using TensorFlow to resolve classification issues by understanding the fundamental principles of neural networks.
Reinforce Your Career: The Role of Machine Learning in Finance. Enhance your understanding of the algorithms and instruments required to forecast financial markets.
Develop essential product development artifacts, create a personal portfolio demonstrating product management skills, and assess readiness for the AIPMM Certified Product Manager (CPM) certification exam.
Developing a Strategic Advantage through the Mastery of Generative AI. Leverage the transformative potential of Generative AI to empower your leadership suite.
Gain expertise in deploying and managing LLMs on Azure, optimizing interactions with Semantic Kernel, and applying Retrieval Augmented Generation (RAG) techniques.