Through this course, you will learn the basics of optimization theory for multivariable functions and gain a comprehensive understanding of vector functions.
610 learners
Level Intermediate
Course period Unlimited
Reviews from Early Learners
5.0
soy_kim
I finished listening to Series 1 and am studying Series 2. The best part is that you explain every little detail so I can grasp the concepts accurately, which is really great. If you look at the class materials, there are diagrams that show you the concepts, which are really helpful for understanding the concepts. I think this will be a really good lecture for those who want to study on their own. I can feel that you put a lot of effort into making this lecture, so I feel like I can't give it 5 stars, so I'm leaving a sincere review :) Can you make a probability and statistics course with the same quality in the future? I hope the integral series comes out soon..! Please do it. I'll definitely listen to it!
5.0
송민호
Yeah, the content is really good.
5.0
유승후
For engineering students, it's absolutely essential and the best for both organizing and studying. I also want to take graduate-level lectures.
Higher-order derivatives
Taylor expansion of multivariable functions
Finding the maximum and minimum values of multivariable functions
Optimization Theory
Understanding arc length
Understanding Curvature
Understanding divergence
Understanding Vector Fields
Vector calculus is essential knowledge required in countless fields, including physics, engineering, AI, deep learning, computer graphics, and economics. However, the content is so vast that it is difficult to study alone. That's why I created this series to select and properly teach only the most necessary information.
If you conquer each series slowly one by one, you too will be able to master vector calculus.
Vector calculus, which used to feel boring and difficult, becomes easy through this course! 👊
Series 1 - Basics of Differentiation
Series 2 - Advanced Differentiation Current Course
Series 4 - Advanced Integration
In Series 2, based on the content of Series 1, you will learn the theory of maxima and minima for multivariable functions and the general theory of vector functions.
Q. Is any prior knowledge required?
A. You need to have taken my first course, <Vector Calculus Series 1>, and should be familiar with most of the content from Calculus 1. However, don't worry too much, as I will briefly review the necessary concepts from Calculus 1 as we progress through the course.
Q. Isn't the lecture difficult?
A. The reason the Calculus 2 course taught at universities feels difficult is purely because it is hard to cover all the content in a single semester. It inevitably feels difficult because students have to study many parts on their own within a tight timeframe. In this course, I explain the parts that might feel difficult in as much detail as possible. I believe that those who understand Calculus 1 and Part 1 of this lecture series will be able to learn without any major issues.
Who is this course right for?
University students (especially engineering students)
Graduate student
Those who wish to study Calculus 2
Those who want to learn about the differentiation of multivariable functions
Those who wish to study the basics of optimization theory
Those who need an understanding of financial mathematics and mathematical economics
Those who want to study mathematics as a hobby
Need to know before starting?
Calculus 1
Vector Calculus Series 1
Linear Algebra (Optional)
6,439
Learners
181
Reviews
387
Answers
4.7
Rating
7
Courses
I love learning and teaching new things.
I hope to be of help to many people through Inflearn.
Areas of Expertise (+ Interests) 👨🎓 Major: Nuclear Engineering Mathematics: Introduction to Linear Algebra, Calculus, Vector Calculus, Applied Differential Equations, Applied Analytical Equations, Probability and Statistics
Areas of Expertise (+Interests) 👨🎓
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45 lectures ∙ (13hr 4min)
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6 reviews
5.0
6 reviews
Reviews 1
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Average Rating 5.0
5
I finished listening to Series 1 and am studying Series 2. The best part is that you explain every little detail so I can grasp the concepts accurately, which is really great. If you look at the class materials, there are diagrams that show you the concepts, which are really helpful for understanding the concepts. I think this will be a really good lecture for those who want to study on their own. I can feel that you put a lot of effort into making this lecture, so I feel like I can't give it 5 stars, so I'm leaving a sincere review :) Can you make a probability and statistics course with the same quality in the future? I hope the integral series comes out soon..! Please do it. I'll definitely listen to it!
Thank you so much for your valuable review!!ㅎㅎ I will continue to make helpful lectures in the future. Oh, I have roughly compared the textbooks since I received several requests for the exact same thing via email. First, I will finish the vector calculus series and think about what lectures to make.. I will also make the integral series as soon as possible. Thank you again!! Have a nice day!ㅎㅎ
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