
Mathematics for Machine Learning and Data Science

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A math course for data science that covers linear algebra, statistics and probability, calculus and set theory. It is pitched at both beginners and advanced learners, and the description says it is also useful for learners of computer science and Python.
The listing says advanced, but many lessons are introductory explanations with selected examples. The description positions the material as useful for competitive tests as well as for higher mathematics study.
In this course, we will learn Math essentials for Data science,Data analysis and Machine Learning. We will also discuss the importance of Linear Algebra,Statistics and Probability,Calculus and Geometry in these technological areas. Since data science is studied by both the engineers and commerce students ,this course is designed in such a way that it is useful for both beginners as well as for advanced level. The lessons of the course is also beneficial for the students of Computer science /artificial intelligence and those learning Python programming.
Here, this course covers the following areas :
Importance of Linear Algebra
Types of Matrices
Addition of Matrices and its Properties
Matrix multiplication and its Properties
Properties of Transpose of Matrices
Hermitian and Skew Hermitian Matrices
Determinants ; Introduction
Minors and Co factors in a Determinant
Properties of Determinants
Differentiation of a Determinant
Rank of a Matrix
Echelon form and its Properties
Eigenvalues and Eigenvectors
Gaussian Elimination Method for finding out solution of linear equations
Cayley Hamilton Theorem
Importance of Statistics for Data Science
Statistics : An Introduction
Statistical Data and its measurement scales
Classification of Data
Measures of Central Tendency
Measures of Dispersion: Range, Mean Deviation, Std. Deviation & Quartile Deviation
Basic Concepts of Probability
Sample Space and Verbal description & Equivalent Set Notations
Types of Events and Addition Theorem of Probability
Conditional Probability
Total Probability Theorem
Baye's Theorem
Importance of Calculus for Data science
Basic Concepts : Functions, Limits and Continuity
Derivative of a Function and Formulae of Differentiation
Differentiation of functions in Parametric Form
Rolle;s Theorem
Lagrange's Mean Value Theorem
Average and Marginal Concepts
Concepts of Maxima and Minima
Elasticity : Price elasticity of supply and demand
Importance of Euclidean Geometry
Introduction to Geometry
Some useful Terms,Concepts,Results and Formulae
Set Theory : Definition and its representation
Type of Sets
Subset,Power set and Universal set
Intervals as subset of 'R'
Venn Diagrams
Laws of Algebra of Sets
Important formulae of no. of elements in sets
Basic Concepts of Functions
Graphs of real valued functions
Graphs of Exponential , Logarithmic and Reciprocal Functions
Each of the above topics has a simple explanation of concepts and supported by selected examples.
I am sure that this course will be create a strong platform for students and those who are planning for appearing in competitive tests and studying higher Mathematics .
You will also get a good support in Q&A section . It is also planned that based on your feed back, new course materials will be added to the course. Hope the course will develop better understanding and boost the self confidence of the students.
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