Introduction to linear algebra
tkn
$59.40
29%
$41.80
Basic / Linear Algebra
4.7
(112)
2,800+
This course covers introduction to linear algebra, and you can master introduction to linear algebra through the lectures.
Basic
Linear Algebra
Vector Calculus Series 4 - Integral Advanced
This course will help you build your knowledge of advanced integration of multivariable functions.
Integral Differential
Integral Differential
먼저 경험한 수강생들의 후기
먼저 경험한 수강생들의 후기
5.0
5.0
송민호
100% 수강 후 작성
If you're an engineering student, of course you should be good at calculus~! I'll just trust in Beomhee hyung's connections and go~
5.0
Shoon Kim
100% 수강 후 작성
I heard it very well. Thank you. Please do probability and statistics too.
5.0
은호
100% 수강 후 작성
When I studied physics without a solid foundation in calculus, there were many parts that I was stuck on. However, after taking the teacher's class, I feel that my understanding of the parts that I was stuck on has improved significantly. In particular, I think it was easy to understand difficult concepts because you used a lot of visual materials. Thank you so much for the quality lecture! If there is a follow-up lecture, I would really like to take it...
강의상세_배울수있는것_타이틀
Shipping Integral
Surface integral
line integral
surface integral
Introducing the 'Vector Calculus' Series
Vector calculus is essential knowledge in countless fields, including physics, engineering, AI, deep learning, computer graphics, and economics. However , the vast amount of content makes it difficult to study on your own. That's why I created this series, which focuses on the essentials and provides a thorough overview.
If you slowly conquer each series one by one, you too will be able to conquer vector calculus.
Vector calculus, once considered boring and difficult, becomes easier with this course! 👊
The series is structured like this:
Series 1 - Fundamentals of Differentiation
- Chapter 1 The Geometry of Euclidean Space
- Chapter 2 Differentiation
Series 2 - Advanced Differentiation
- Chapter 3 Higher-Order Derivatives; Maxima and Minima
- Chapter 4 Vector-Valued Functions
Series 3 - Fundamentals of Integration
- Chapter 5 Double and Triple Integrals
- Chapter 6 The Change of Variables Formula
Series 4 - Advanced Integration Current Course
- Chapter 7 Integral Over Paths and Surfaces
- Chapter 8 The Integral Theorems of Vector Analysis
[Advanced Integration] The final series of the vector calculus course!
Q. Have you mastered everything up to Part 3 of the Vector Calculus series? But did you know that there's a new concept of integration?
❤️ Are you curious? If you're ready, let's study together!!
Q. Are you an engineer? But do you have trouble understanding the integral equations in your field?
❤️ If you listen to the vector calculus series, you will understand everything.
Q. Do I have to retake Calculus 2?
❤️ After listening to parts 1 to 4 of the vector calculus series, calculus 2 will be nothing.
In the final series of vector calculus, you will learn about new integration concepts, " line integral and surface integral, " and learn about the relationship between these new integration concepts and the double integral and triple integrals you learned in Part 3 of the series.
After learning up to the last series, you can consider yourself to have learned all the contents of the subject commonly called Calculus 2 in engineering schools.
One thing's for sure: after taking this course, you'll have a much deeper understanding of Calculus 2 than anyone else. Why? Because this course is of a quality unparalleled in the world! (Self-praise) Let's do our best to listen to the final series!
Let's take a look at some of the things you might be curious about about the course. 🙋♂️
Q. How is the quality of the lectures?
A. I can confidently say there's no other course like this one! You won't regret it!
Q. Are there any prerequisite courses required before taking the course?
A. You'll need all the material from Calculus 1 and the Vector Calculus series, Volumes 1 through 3! If you need to take the prerequisite courses, please check out the related courses below!
Q. The lecture content. Isn't it difficult?
A. Many students often find the integration-related material covered in Series 4 of Calculus 2 difficult. That's unavoidable. The sheer volume of material requires extensive coverage, and schools have a tight timeframe to cover it. I'm confident that the learning difficulties will disappear with ample explanations and visual aids to facilitate students' understanding.
Please note before taking the class!
- 😪 If you feel like the lecture is speaking slowly, I recommend watching it at 1.25~1.5x speed.
- 🙋♂️ Please feel free to let me know if you have any questions or suggestions for improvement.
- 😫 We do not accept questions about personal homework, exam solutions, or genealogy solutions outside of the course content.
Would you like to take this course too?
Mathematics lecture by knowledge sharer Jo Beom-hee
Introduction to Linear Algebra
Linear Algebra with Python
Utilizing Numpy and SciPy
Utilizing Numpy and SciPy
Fundamentals of Differentiation
Differentiation in Detail: Foundations of Optimization Theory and Vector Functions
Integration Basics
강의소개.콘텐츠.추천문구
학습 대상은 누구일까요?
Engineering student
postgraduate student
Engineer
People who study mathematics as a hobby
선수 지식, 필요할까요?
Calculus 1
Vector Calculus Series 1-3
Introduction to Linear Algebra (Optional)
강의소개.지공자소개
6,383
수강생
180
수강평
387
답변
4.7
강의 평점
7
강의_other
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) 👨🎓
- Major: Nuclear Engineering
- Mathematics: Introduction to Linear Algebra, Calculus, Vector Calculus, Applied Differential Equations, Applied Mathematical Analysis, Probability and Statistics, Numerical Analysis
- Programming Languages: Fortran (including MPI, OpenMP), Javascript (nodeJS), C#, C++, Python, Solidity, …
Education
- PhD: KAIST, Nuclear and Quantum Engineering, 2011 ~ 2016
- Master's: KAIST, Nuclear and Quantum Engineering, 2009 ~ 2011
- Bachelor's: KAIST, Nuclear and Quantum Engineering, 2005 ~ 2009
- High School: Gyeonggi Science High School, 2003 ~ 2005
Experience
- 2019 ~: Instructor at Inflearn
- 2017 ~ 2018: Standard Energy, Chief Technology Officer (CTO)
- 2016 ~ 2017: Standard Energy, Head of Special Research
Link
- Blog: https://blog.naver.com/bumhee34
- YouTube: https://www.youtube.com/channel/UCsaTZaR2itIeT0eVHPi1_cw
- Email bumhee34@gmail.com
커리큘럼
전체
35개 ∙ (강의상세_런타임_시간 강의상세_런타임_분)
강의 게시일:
마지막 업데이트일:
수강평
전체
4개
5.0
4개의 수강평
pot12231232수강평 6
∙
평균 평점 5.0
5
100% 수강 후 작성If you're an engineering student, of course you should be good at calculus~! I'll just trust in Beomhee hyung's connections and go~
- tkn지식공유자
Oh, thank you so much for trusting me and listening to everything!!
- silverskang9066
수강평 1
∙
평균 평점 5.0
5
100% 수강 후 작성When I studied physics without a solid foundation in calculus, there were many parts that I was stuck on. However, after taking the teacher's class, I feel that my understanding of the parts that I was stuck on has improved significantly. In particular, I think it was easy to understand difficult concepts because you used a lot of visual materials. Thank you so much for the quality lecture! If there is a follow-up lecture, I would really like to take it...
- kshoon942721
수강평 8
∙
평균 평점 4.5
5
100% 수강 후 작성I heard it very well. Thank you. Please do probability and statistics too.
- tkn지식공유자
I'm almost done with the basics course. I'm working on it to release it within the first half of this year. Thank you.
Thank you for your reply! Actually, I am majoring in computational fluids in graduate school. Do you have any plans to teach numerical analysis?
- tkn지식공유자
It's not confirmed yet, but I'll think about it. But I don't think they'll teach enough numerical analysis to cover computational fluids. I think it would be better to study FEM separately.
- yepsilondelta
수강평 17
∙
평균 평점 4.9
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