Welcome!
To use the personalized features of this site, please log in or register.
If you have forgotten your username or password, we can help.
My Menu
Saved Items

Geometry of Polynomials and Numerical Analysis

Blagovest SendovContact Information

(6)  Central Laboratory for Parallel Processing, Bulgarian Academy of Sciences, ”Acad. G. Bonchev” street, Block 25A, 1113 Sofia, Bulgaria
Abstract
The purpose of this paper is to demonstrate the potential of a fruitful collaboration between Numerical Analysis and Geometry of Polynomials. This is natural as the polynomials are still a very important instrument in Numerical Analysis, regardless many new instruments as splines, wavelets and others. On the other hand, the Numerical Analysis through computers is a powerful instrument for experimentation in almost every mathematical discipline.

Key words  Geometry of polynomials - Gauss-Lucas Theorem - zeros of polynomials - critical points - Smale’s Conjecture - Sendov’s Conjecture


Mathematics Subject Classification  30C10



Contact Information Blagovest Sendov
Email: bsendov@argo.bas.bg
URL: http://WWW.copern.bas.bg/~bsendov/
Fulltext Preview (Small, Large)
Image of the first page of the fulltext

References secured to subscribers.



Export this chapter
Export this chapter as RIS | Text
 
Remote Address: 38.107.191.105 • Server: mpweb04
HTTP User Agent: CCBot/1.0 (+http://www.commoncrawl.org/bot.html)