The Fundamental Theorem of Algebra
Marco Tavora Ph.D.
![Marco Tavora Ph.D.]()
Marco Tavora Ph.D.
Physicist | Data Scientist | Scientific Writer | Founder at Principia | 45k+ followers
Using Complex Numbers to Prove That All Polynomial Functions Have Roots
This is a brand new article published on Towards AI about the "The Fundamental Theorem of Algebra." This famous theorem, first proved rigorously by the great mathematician Carl Friedrich Gauss, states that every polynomial has a root (it is equal to zero) at some point in its domain.
The proof is concise and extremely readable, and I hope you enjoy it!
https://medium.com/towards-artificial-intelligence/the-fundamental-theorem-of-algebra-f2ddf3ffa9f6
Head of Quant Library Development at Acadia- An LSEG Business
4 å¹´Except K is not compact ;-)
??Artificial Intelligence | Algorithms | Thought Leadership
4 å¹´Magistral article Marco Tavora Ph.D.
Coder | Strategist | Bibliophile | ??
4 å¹´Lovely!!Marco Tavora Ph.D.
Faculty at FIU, Arcane AI and Wireless, Deep-Si Tech, Honorary Faculty at Univ. of Moratuwa, Advisor at Simulated Systems.
4 å¹´FTA only works for one independent variable. Finding the "roots" of multi-variable polynomials is not covered by FTA and brings about interesting problems in feedback filters having multiple dimensions.