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Quadratic Equations(determine the nature of roots)

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#polynomials #roots #quadratics #cauchy-schwarz-inequality #discriminant
7k
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Solve complex equation $z^3=1-i$

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#complex-analysis #complex-numbers #roots
75
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Roots of a function with first Fourier coefficients equal

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#integration #roots #fourier-series
53
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Solving a pair of quadratic equations for two unknowns efficiently

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#polynomials #systems-of-equations #roots
54
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Prove that all roots of $Q$ are equal

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#real-analysis #polynomials #complex-numbers #roots
433
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Polynomial root of algebraic number

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#polynomials #definition #roots #algebraic-numbers
50
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solving for a set number of "accelerating" values between two given values

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#linear-algebra #roots #exponential-sum
43
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Is there any way to compute a static P value in a polynomial equation?

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#complex-numbers #roots
156
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Why do we have $ \ln(z) = \frac{z-1}{e -1} \prod_{n = 1}^{\infty} \frac{ \exp(2^{-n}) +1} {z^{2^{-n}} + 1} $

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#calculus #derivatives #logarithms #roots #infinite-product
532
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Roots of a polynomial : removing fractional powers

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#polynomials #roots
157
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Polynomial p(a)=1, why does it have at most 2 integer roots?

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#algebra-precalculus #elementary-number-theory #polynomials #roots
79
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Proving a value is a root of a polynomial other than $f(x)=0$?

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#algebra-precalculus #polynomials #roots
290
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Complex Roots of $(z^2 - i)^2 = -4$

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#complex-numbers #roots
192
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How do I find the maximum gain limit for a delayed system?

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#polynomials #optimization #roots #control-theory #optimal-control
103
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Question about poles and zeros of a general $f(z)$

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#complex-analysis #limits #reference-request #roots #residue-calculus

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