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15
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Composite function and binomial.

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#polynomials
611
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What is an ideal generated by a polynomial in $\mathbb{Z}_n[x]$ and what is $\mathbb{Z}_n[x]/<p(x)>$?

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#abstract-algebra #polynomials #field-theory #extension-field
50
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Struggling with a Complex equation

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#complex-analysis #polynomials #complex-numbers #cubics
170
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Computing generators of polynomial rings (software/algorithm)

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#polynomials #ring-theory #algorithms #math-software
189
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Adjoining square root of a discriminant

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#polynomials #field-theory #galois-theory #splitting-field #discriminant
329
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Finding $g_t$ such that $(f|g)=f(t)$

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#linear-algebra #polynomials #inner-products
60
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Find five parameter values for a $_3\tilde{F}_2$ function yielding five polynomials

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#polynomials #systems-of-equations #hypergeometric-function
866
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Given $P(x) = x^4 + ax^3 + bx^2 + cx + d.$ Which of the following is the smallest?

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#algebra-precalculus #polynomials
54
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Easier solution for system of equations.

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#polynomials #systems-of-equations
49
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Is the number of solutions to a system of polynomials bounded above by the system of leading terms?

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#algebraic-geometry #polynomials
383
Views

Generalization of $x^n-1$ following Fermat's Little theorem

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#polynomials #roots #cyclotomic-polynomials #cyclotomic-fields
42
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Showing that $\{1,X\}$ is a basis for $\mathbb{Q}(X)$ as a vector space over $\mathbb{Q}(X^2)$

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#polynomials #field-theory #rational-functions
119
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Solve $y''(x)=[a(x^2-1)^2+b]y(x)$

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#ordinary-differential-equations #polynomials
63
Views

Eigenvalues of Matrix Polynomials and transformations that leave them invariant

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#matrices #polynomials #eigenvalues-eigenvectors #matrix-calculus #spectral-theory
197
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Integral values of $k$ for which polynomial has integral roots.

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#algebra-precalculus #number-theory #elementary-number-theory #polynomials #divisibility

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