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Find $\lim_{(x,y)\to(0,0)}\frac{x^3y^2}{x^4+y^4}$

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#limits #multivariable-calculus #rational-functions
44
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Advice on simple exercise; dividing rational expression

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#fractions #rational-functions
69
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Is this symmetric rational function known?

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#algebra-precalculus #rational-functions #symmetric-functions
118
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Points of discontinuity of Rational Functions

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#algebra-precalculus #rational-functions
753
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Degree of a Rational Mapping

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#complex-analysis #rational-functions
150
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Using Eisenstein's Criterion on something besides an integer

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#abstract-algebra #field-theory #irreducible-polynomials #rational-functions
227
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Finding the equation of a rational function from a set of constraints

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#algebra-precalculus #rational-functions
128
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How does the convergence sector of a continued fraction depend on the order where it is truncated?

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#convergence-divergence #continued-fractions #rational-functions #pade-approximation
194
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Rational functions examples

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#complex-analysis #rational-functions
152
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A rational function with hidden symmetry and alternating poles and zeros.

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#polynomials #binomial-coefficients #roots #irreducible-polynomials #rational-functions
346
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Zolotarev number and commuting matrices

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#matrices #eigenvalues-eigenvectors #rational-functions #approximation-theory #singular-values
113
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Rational functions in C[t]

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#algebraic-geometry #rational-functions
655
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Question about rational functions and horizontal asymptotes

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#rational-functions
968
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Under what conditions a rational function has bounded derivative?

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#calculus #real-analysis #ordinary-differential-equations #lipschitz-functions #rational-functions
2.4k
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Using long division to divide one polynomial by another of a higher degree

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#real-analysis #polynomials #rational-functions

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