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15
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Generalizing Ramanujan cubic denesting formula to higher powers

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#algebra-precalculus #polynomials #roots #symmetric-polynomials #nested-radicals
64
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Can the product of two quasisymmetric functions (that are not symmetric) be symmetric?

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#combinatorics #symmetric-polynomials #algebraic-combinatorics
61
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What polynomial theorem was used here?

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#polynomials #symmetric-polynomials
189
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Problem with Veblen's proof for the transcendence of $\pi$

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#abstract-algebra #number-theory #symmetric-polynomials #transcendence-theory
224
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Proving $(ac+bd)^2+(ad-bc)^2=(a^2+b^2)(c^2+d^2)$ with various solutions.

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#symmetric-polynomials #alternating-expression
178
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Given the values of $abc$, $ab + ac + bc$ and $a + b + c$, how do we find the value of $a^{3} + b^{3} + c^{3}$?

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#algebra-precalculus #polynomials #symmetric-polynomials
203
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Fermat's little Theorem and root power sums.

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#number-theory #symmetric-polynomials
36
Views

The relationship between $f_{i}$

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#elementary-number-theory #combinations #symmetric-polynomials #elementary-functions
65
Views

McKay correspondence for Irreps of $G \subset SU(2)$

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#abstract-algebra #representation-theory #symmetric-polynomials #quiver
63
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Subset of $\mathbb{C}^{n}$ that are related to polynomial in $\mathbb{Q}[x]$

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#combinatorics #number-theory #algebraic-geometry #symmetric-polynomials
38
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Applications of Jack polynomials

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#combinatorics #statistics #polynomials #symmetric-polynomials #orthogonal-polynomials
66
Views

Expression for symmetric part of alternating polynomial

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#linear-algebra #combinatorics #polynomials #symmetric-polynomials
85
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Given $P \div z^{n-k} $ evaluated in the roots of $P$, find $P$.

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#polynomials #systems-of-equations #symmetric-polynomials
56
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Symmetric function and roots of equation

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#algebra-precalculus #symmetric-polynomials
39
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Fixed Field of Polynomials in 3 Variables

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#commutative-algebra #galois-theory #symmetric-polynomials

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