Chevron Left
返回到 数学思维导论

學生對 斯坦福大学 提供的 数学思维导论 的評價和反饋

4.8
1,903 個評分
444 條評論

課程概述

Learn how to think the way mathematicians do – a powerful cognitive process developed over thousands of years. Mathematical thinking is not the same as doing mathematics – at least not as mathematics is typically presented in our school system. School math typically focuses on learning procedures to solve highly stereotyped problems. Professional mathematicians think a certain way to solve real problems, problems that can arise from the everyday world, or from science, or from within mathematics itself. The key to success in school math is to learn to think inside-the-box. In contrast, a key feature of mathematical thinking is thinking outside-the-box – a valuable ability in today’s world. This course helps to develop that crucial way of thinking....

熱門審閱

AM

Nov 24, 2019

It was an amazing course! Lots of interesting content. The content is also explained really well, i found it really easy to understand. The assessments are a little challenging, but reasonably sized.

NR

Mar 05, 2018

An awesome course. Very easy to follow at the start, becomes more challenging at the end. I have a PhD in economics yet I struggled with the real analysis at the end. And that's just intro level! :-D

篩選依據:

176 - 数学思维导论 的 200 個評論(共 427 個)

創建者 Lucas C

Feb 15, 2019

An excellent course. Sometimes I've had some difficulties, but I've learnt so much. Thanks.

創建者 arif h

Nov 19, 2018

this is very nice course , i learn new think about math and learning. And awesome teacher .

創建者 Manos T

Dec 20, 2017

Good course.Easy at first but more difficult after the middle.Many thanks to the professor.

創建者 Ying X

Mar 17, 2017

this course is what people stupid like me need to make the world a better reasonable place

創建者 Thanaa A K

Jul 27, 2020

Very informative course I will recommend to all my friends. Thank you professor Devlin.

創建者 Florian

Oct 24, 2017

Really great course ! Totally changed my mind in mathematics and even in everyday life !

創建者 Enrique P P

Jul 04, 2017

Really nice course to review some mathematical reasoning and practice some proof writing

創建者 Dave B

Oct 16, 2017

Great course. Fun and engaging. Drives home the importance of using precise language.

創建者 Charles C

Mar 11, 2017

I loved this course. I was afraid of proofs and now feel confident in writing my own.

創建者 lu

Jun 25, 2020

Excellent Course, great explanations by Keith and fun assignments! I've learnt a lot.

創建者 Kartik B P

Jul 03, 2017

There is a lot of stress on thinking over mechanically doing. Very enjoyable course.

創建者 Azad S

Apr 17, 2017

Great course. I think everyone irrespective of their majors should take this course.

創建者 Tharindu M

Apr 16, 2020

Excellent course for anyone to improve college level mathematics to the next level.

創建者 Tate R

May 14, 2018

I learned about a lot of symbols, and now I am introduced to mathematical thinking.

創建者 Umad P

Jun 02, 2020

This is a really good course and very structured and the community is really nice!

創建者 Chris V

Jul 16, 2018

Wonderful course for students transitioning into the deeper parts of mathematics.

創建者 Rahul M

May 07, 2018

good course. Can even be an intro to discrete mathematics for computer scientists

創建者 Matthew P

Mar 23, 2017

Great course! I enjoyed the course very much. Learned a lot about writing proofs.

創建者 patrice m

Dec 31, 2018

Interesting and easy to follow . But serious work required . Not for the lazy...

創建者 Danilo D L P

May 11, 2017

Very complex, but very interesting. Worthwhile the time and dedication invested.

創建者 Subika H

Sep 01, 2019

extremely useful and helpful, actively feeds my curiosity regarding mathematics

創建者 Amashi N

Apr 26, 2019

I am no longer unable to access the course through the app though. Please help!

創建者 JORGE E M L V

Mar 12, 2019

Lo recomiendo mucho ya que aprenderás y desarrollarás el pensamiento matemático

創建者 Miguel O

Jun 25, 2017

I really enjoy the clarity of the explanations. Good material too. Amazing job.

創建者 Joshia S

May 15, 2017

Good materials to give an introductory overview of mathematics in universities.