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Real analysis Part 1

Basic Topology
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Content

Platform: Udemy
Video: 12h 0m
Language: English
Next start: On Demand

Table of contents

Description

Course Introduction:
In the mathematics world, Real analysis is the branch of mathematics analysis that studies the behavior of real numbers, sequences and series of real number and real-valued function. Some particular properties of real-valued sequences and functions that real analysis studies include convergence, limits, continuity, smoothness, differentiation, and integrability.
Key content of the course:
•Construction of real numbers
•Order properties of real numbers
•Topological properties of real numbers
•Sequences, limits, and convergence
•Uniform convergence
•Continuity, Uniform continuity, absolute continuity
•Series
•Riemann integration
•Lebesgue integration and measure
•Compactness
•Bolzano Weierstrass theorem
•Heine Borel theorems
So enroll the course and explore the content. See you on the course!

You will learn

✓ Mathematics teachers/Instructors
✓ Bachelors/Master Students in Mathematics

Requirements

• Fundamentals of Real Analysis

This course is for

• Beginners in Mathematics
• Students of Bachelors/Master studies in Mathematics
Mathematics Instructor
Jaswinder kaur is passionate in teaching mathematics. She started by posting free mathematics tutorials in her YouTube channel. She is graduate in B.Sc in Physics, Maths and Computer Science and Master in Mathematics. She loved to teach via scratch.
Her teachings mugs up the concepts with figures and graphical representation which you will see in the course.
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Platform: Udemy
Video: 12h 0m
Language: English
Next start: On Demand

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