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Finding roots with mod and greatest integer

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#polynomials #roots
112
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Root finding algorithms for complex functions

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#numerical-methods #roots #bisection
339
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Why does $z^{1/n}$ have exactly $n$ distinct values for $z \in \mathbb{C}$?

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#complex-analysis #complex-numbers #roots
196
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Properties of analytic functions with no real roots?

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#complex-analysis #roots #analytic-combinatorics
134
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What conditions set an upper bound to the number of roots of a real function?

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#calculus #functions #roots
489
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Prove that $\sqrt[8]5 > \sqrt[9]6 > \sqrt[10]7 > \cdots$

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#sequences-and-series #analysis #inequality #roots #radicals
858
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Proving the Identity Theorem for polynomials

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#number-theory #polynomials #roots
51
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What is the best method to use to find the root of a log shaped function?

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#roots #newton-raphson
1.8k
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Why is the zero polynomial the only one to have infinite roots?

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#polynomials #roots
72
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Root(zero) of a polynomial

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#polynomials #definition #roots
211
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Proof verification for polynomial solutions to $xP(x-1)=(x-2)P(x)$

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#number-theory #proof-verification #polynomials #roots #functional-equations
5.1k
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Can some cubic polynomial have two real roots?

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#polynomials #complex-numbers #roots #cubics
239
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Motivation for the method of adjoining roots of polynomials

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#galois-theory #roots #extension-field #irreducible-polynomials
74
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solutions of Differentially uniform mappings for cryptography

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#roots #finite-fields #cryptography
110
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Is there supposed to be a difference between $x^{1/3}$ and $\sqrt[3]{x}$ ? (Wolfram Alpha shows different results)

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#complex-numbers #roots #graphing-functions #radicals #wolfram-alpha

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