JuliaMath/Roots.jl
Root finding functions for Julia (⭐ 400)
I freaking love the Roots!
[Look guys it's the ROOTS!!!](https://preview.redd.it/ul1oom0bq3ig1.png?width=1656&format=png&auto=webp&s=658080dd7f480023191a7c69c6a4e153e26a64a6) Out of all the biomes that have even be...
Stericson/RootShell
No description (⭐ 246)
Roots by Alex Haley is messing with me
Started reading Roots by Alex Haley and it’s kinda messing with me. I saw the original miniseries with LeVar Burton ages ago so I know it’s about Kinte’s experience of slavery but don’t rememb...
Counting Roots of Polynomials over $\mathbb{Z}/p^2\mathbb{Z}$
Until recently, the only known method of finding the roots of polynomials over prime power rings, other than fields, was brute force. One reason for this is the lack of a division algorithm, obstructing the use of greatest common divisors. Fix a prim...
Polynomial root clustering and explicit deflation
We seek complex roots of a univariate polynomial $P$ with real or complex coefficients. We address this problem based on recent algorithms that use subdivision and have a nearly optimal complexity. They are particularly efficient when only roots in a...
manubot/rootstock
Clone me to create your Manubot manuscript (⭐ 472)
Isolation Intervals of the Real Roots of the Parametric Cubic Equation and Improved Comple…
The isolation intervals of the real roots of the real symbolic monic cubic polynomial $p(x) = x^3 + a x^2 + b x + c\,\,$ are found in terms of simple functions of the coefficients of the polynomial (such as: $-a$, $-a/3$, $-c/b$, $\pm \sqrt{-b}$, whe...
jescalan/roots
a toolkit for rapid advanced front-end development (⭐ 1449)
Why are so many of the negative reviews whining about roots?
Checked the negative reviews for fun and like 80% were saying roots RUINED the game and they were never gonna play ever again even if it was out of rotation. That is such an insane exaggeration and ho...
The Roots - Wikipedia
The Roots are an American hip hop band formed in 1987 by singer Tariq "Black Thought" Trotter and drummer Ahmir "Questlove" Thompson in Philadelphia.
My Roots Are Showing - Wikipedia
My Roots Are Showing is an album by Natalie MacMaster, released in 1998 on the Rounder Records label. The title is word play, as the phrase is most often
Supersymmetry - Roots That Didn't Grow
This article is about early roots of supersymmetry, as found in the literature from 1940s and early 1950s. There were models where the power of "partners" in alleviating divergences in quantum field theory was recognized. However, other currently kno...
Comments on real tachyon vacuum solution without square roots
We analyze the consistency of a recently proposed real tachyon vacuum solution without square roots in open bosonic string field theory. We show that the equation of motion contracted with the solution itself is satisfied. Additionally, by expanding...
Detecting the historical roots of research fields by reference publication year spectrosco…
We introduce the quantitative method named "reference publication year spectroscopy" (RPYS). With this method one can determine the historical roots of research fields and quantify their impact on current research. RPYS is based on the analysis of th...
Showing Roots - Wikipedia
Showing Roots is a 2016 American comedy drama film directed by Michael Wilson and starring Maggie Grace, Elizabeth McGovern, Adam Brody, Uzo Aduba and
Bob Power, Recording Engineer for The Roots and A Tribe Called …
1 day ago · Bob Power, a renowned recording engineer who worked with influential hip-hop and R&B acts like The Roots, A Tribe Called Quest, D'Angelo, and Erykah Badu, has died at the age of 73. …
Bob Power, Recording Engineer for the Roots, Erykah Badu and …
4 hours ago · Bob Power has died at 73. He was a prolific recording engineer who worked with the Roots, Erykah Badu, A Tribe Called Quest and more.
A three point formula for finding roots of equations by the method of least squares
A new method of root finding is formulated that uses a numerical iterative process involving three points. A given function y = f(x) whose roots are desired is fitted and approximated by a polynomial function of the form P(x)= a(x-b)^N that passes be...
Generalized Fibonacci Primitive Roots
This note generalizes the Fibonacci primitive roots to the set of integers. An asymptotic formula for counting the number of integers with such primitive root is introduced here....