Coursera Linear Algebra Courses List

12 Related Courses

for Coursera Linear Algebra Courses

Mathematics for Machine Learning: Linear Algebra

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5.0
Coursera Linear Algebra Courses Coursera Linear Algebra Courses Free TrialFree Trial
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This course on Linear Algebra explores the fundamentals of vectors and matrices, as well as the application of eigenvalues and eigenvectors to solve problems. It also covers the use of linear algebra to manipulate datasets, such as rotating images and understanding the Pagerank algorithm.

Introduction to Linear Algebra and Python

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5.0
Coursera Linear Algebra Courses Coursera Linear Algebra Courses 162 162 learners Free TrialFree Trial
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This course introduces the fundamentals of linear algebra and Python programming, providing a foundation for further exploration of data science. It is ideal for those looking to gain an understanding of the basics of data science and apply them to real-world problems.

Linear Algebra for Machine Learning and Data Science

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4.0
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This course provides learners with the necessary skills to apply linear algebra to machine learning and data science. Upon completion, learners will be able to understand and apply linear algebra concepts to solve real-world problems.

Coding the Matrix: Linear Algebra through Computer Science Applications

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5.0
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This course explores the use of linear algebra in computer science applications, with a focus on matrices and vectors. It provides an understanding of how these concepts are used in various areas of computer science, such as graphics, image processing, cryptography, and more.

Algebra & Algorithms

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5.0
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This course explores the interplay between algebra and algorithms, demonstrating how algebraic structures and theorems can be used to develop algorithms for various tasks. Students will gain an understanding of how computers use algebraic computations and how algebra can be applied to computer science. Programming assignments are included to reinforce the concepts.

Matrix Algebra for Engineers

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4.0
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This course provides an introduction to matrix algebra for engineers, covering the linear algebra fundamentals necessary for success. It is designed for those who have completed a university-level single variable calculus course, but is open to anyone interested in learning the basics of matrix algebra. The mathematics is presented at an advanced high school level, requiring a basic level of mathematical maturity.

Matrix Methods

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4.0
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This course introduces learners to Matrix Methods, a powerful tool for machine learning and data analysis. Topics include matrix-matrix multiplication, solving linear equations, orthogonality, and best least squares approximation. Optional Python examples are used to illustrate the concepts and allow learners to experiment with the algorithms.

Math for AI beginner part 1 Linear Algebra

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5.0
Coursera Linear Algebra Courses Coursera Linear Algebra Courses 80 80 learners

Learn the basics of Math for AI beginner part 1 Linear Algebra

Линейная алгебра (Linear Algebra)

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5.0
Coursera Linear Algebra Courses Coursera Linear Algebra Courses 2 2 learners

Doğrusal Cebir I: Uzaylar ve İslemciler & Linear Algebra I: Spaces and Operators

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4
Coursera Linear Algebra Courses Coursera Linear Algebra Courses 26 26 learners

Bu ders doğrusal cebir ikili dizinin birincisidir. Doğrusal uzaylar kavramı, doğrusal işlemciler, matris gösterimleri ve denklem sistemlerinin hesaplanabilmesi için temel araçlar vb. konuları içermektedir. Ders gerçek yaşamdan gelen uygulamaları da tanıtmaya önem veren “içerikli yaklaşımla” tasarlanmıştır.

Doğrusal Cebir II: Kare Matrisler Hesaplama Yontemleri ve Uygulamalar & Linear Algebra II: Square Matrices Calculation Methods and Applications

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4.5
Coursera Linear Algebra Courses Coursera Linear Algebra Courses 15 15 learners

Doğrusal cebir ikili dizinin ikincisi olan bu ders birinci derste verilen temel bilgilerin üzerine eklemeler yapılarak tamamen matris işlemleri ve uygulamalarını kapsamaktadır. Cebirsel denklem sistemleri, sonuçların tekilliği ve var olup olmadığı, determinantlar ve onların doğal olarak nasıl oluştuğu, öz değer problemleri ve onların matris fonksiyonlarına uygulanışı vb. konulara derste değinilmektedir. Ders gerçek yaşamdan gelen uygulamaları da tanıtmaya önem veren “içerikli yaklaşımla” tasarlanmıştır.