_finding-all-the-zeros-of-a-polynomial-example-1-preview-1.jpg "Finding all the Zeros of a Polynomial - Example 1 from zero of the zero polynomial is Video Screenshot Preview 1")
Gallery_finding-all-the-zeros-of-a-polynomial-example-1-preview-3.jpg "Finding all the Zeros of a Polynomial - Example 1 from zero of the zero polynomial is Video Screenshot Preview 3")
Gallery_finding-all-the-zeros-of-a-polynomial-example-1-preview-hqdefault.jpg "Finding all the Zeros of a Polynomial - Example 1 from zero of the zero polynomial is Video Screenshot Preview hqdefault")
GalleryPlay Video:
(Note: The default playback of the video is HD VERSION. If your browser is buffering the video slowly, please play the REGULAR MP4 VERSION or Open The Video below for better experience. Thank you!)
Jump To Video Parts
⏲ Duration: 5 minutes 19 seconds
👁 View: 162.4K times
Play Audio:👁 View: 162.4K times
Description:
patrickJMT
patrickJMT
Share with your friends:
Whatsapp | Viber | Telegram | Line | SMS
Email | Twitter | Reddit | Tumblr | Pinterest
Related Videos
_how-to-find-zeros-multiplicity-and-end-behavior-to-graph-of-a-polynomial.webp "Brian McLogan")
⏲ 4 minutes 14 seconds 👁 37.1K
_constant-amp-zero-polynomial-124124-polynomials.webp "Albert IQ 9 u0026 10")
_level-zero-extraction-transmission-teaser-trailer.webp "Level Zero: Extraction – ‘Transmission’ Teaser Trailer from zero of the zero polynomial is")
_how-to-use-factoring-to-find-all-of-the-zeros-of-a-polynomial-function.webp "Brian McLogan")
_the-farm-zero-c-project-aims-to-set-up-a-climate-neutral-profit-making-dairy-farm-is-it-possible.webp "The Farm Zero C project in Ireland aims to slash greenhouse gas emissions and still make a profit. Can it be done?")
⏲ 5:0 👁 4.9M
_finding-the-zeros-of-a-polynomial.webp "Brian McLogan")
_given-a-zero-find-the-remaining-zeros-by-factoring.webp "Brian McLogan")
_sparse-polynomial-interpolation.webp "Speaker:Monagan, MichaelnAffiliation:Simon Fraser UniversitynnAbstractnnnWe consider the problem of interpolating a sparse multivariate polynomialn$f(x_1,x_2,...,x_n)$ of degree $d$ with $t$ non-zero terms over a ring.nNewton interpolation needs $O(d&#n)$ points to interpolate $f$ which isnexponential in $n$.Our goal is an algorithm whose time complexitynis polynomial in $d$, $n$ and $t$.Our motivation is polynomial GCD computation.nHere one normally works modulo a prime $p$ and hence int")
_how-to-find-zeros-multiplicity-and-end-behavior-to-graph-of-a-polynomial.jpg)
_constant-amp-zero-polynomial-124124-polynomials.jpg)
_level-zero-extraction-transmission-teaser-trailer.jpg)
_how-to-use-factoring-to-find-all-of-the-zeros-of-a-polynomial-function.jpg)
_the-farm-zero-c-project-aims-to-set-up-a-climate-neutral-profit-making-dairy-farm-is-it-possible.jpg)
_finding-the-zeros-of-a-polynomial.jpg)
_given-a-zero-find-the-remaining-zeros-by-factoring.jpg)
_sparse-polynomial-interpolation.jpg)
![[+]](/images/menu.gif){kind=small}