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Polynomial long division(alternative methods)

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#polynomials
155
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A non-commutative analog of a known result concerning a Jacobian pair

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#polynomials #commutative-algebra #noncommutative-algebra #jacobian
27
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Polynomial matrices, division and remainder

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#matrices #polynomials
51
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The vertices of each of these two different parabolas, each with different lower order 't' terms, trace each other's graphs for all times 't', why?

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#polynomials #conic-sections
26
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Factoring with the grouping method

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#polynomials
819
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An example of a non-trivial primary polynomial

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#polynomials #ring-theory
126
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Tower of galois extensions. Prove that $\mathbb Q(2^{1/3})$ is not contained in $K_n$

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#abstract-algebra #polynomials #splitting-field #galois-extensions
55
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How to evaluate / approximate polynomial sum expression over integers?

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#calculus #integration #polynomials #summation #approximation
50
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Existence of a polynomial in between two other polynomials

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#real-analysis #polynomials
32
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Are powers less than or equal to zero considered in Newton Sums?

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#polynomials #proof-explanation #roots
790
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$x^a+ y^b + z^c$ is irreducible in $\mathbb C[x,y,z]$

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#abstract-algebra #polynomials #complex-numbers #irreducible-polynomials #multivariate-polynomial
107
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Factorization in $\mathbb{Z}[x]$?

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#polynomials #ring-theory #irreducible-polynomials #unique-factorization-domains
29
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how to characterize a polynomial improvement over two quantities?

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#polynomials #algorithms #computational-complexity
70
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Name for this family of polynomials

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#polynomials
210
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Polynomials that share at least one root

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#geometry #polynomials #roots #plane-geometry

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