The Theory of Numbers - Andrew Wiles
The evolution of mathematics from antiquity to the present day
Ratings 4.76 / 5.00
What You Will Learn!
- 13 masterclasses and 1 hour and more of content
- You will learn what the theory of numbers is
- You will learn how Andrew Wiles discovered his proof of Fermat's Last Theorem
Description
'Recognized as a top instructor by Udemy for high quality academic courses'
'First time on Udemy, courses delivered by Nobel Prize laureates and international academic authorities'
If you are as crazy and passionate about true knowledge as our community and believe that true knowledge is true wealth, then our courses are for you.
In this masterclass Andrew Wiles, one of the great mathematicians of our time, guides us into the fascinating world of numbers.
The principles and developments of the theory of numbers, the discipline that the famous scientist Gauss called “the queen of mathematics"; a journey among its leading figures, an inheritance of theories and puzzles handed down to us, the progress of a subject matter that is constantly evolving.
This course is for:
- Anyone with inquisitive and open mind
- Everyone interested in science and who would like to learn more about theory of numbers and its developments
- Anyone with Interest in science
- Anyone with true passion for leaning and attaining true knowledge at an affordable price.
- Attending the course does not need any scientific skill since it is presented in a clear and simple manner
- Anyone who appreciates and admires the knowledge brought to our race from Nobel Prize laureates' works.
With this course you will learn:
- Over 22 lectures and 1 hour of content!
- 22 masterclasses and 1 hour and more of content
- You will learn what the theory of numbers is
- You will learn how Andrew Wiles discovered his proof of Fermat's Last Theorem
- You will learn how mathematicians think while discovering a theorem.
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Who Should Attend!
- Everyone interested in science and who would like to learn more about theory of numbers and its developments
