Pages that link to "Item:Q936570"
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The following pages link to A sufficient condition for a polynomial to be stable (Q936570):
Displaying 23 items.
- On multiple and infinite log-concavity (Q259727) (← links)
- On the roots of generalized Wills \(\mu\)-polynomials (Q748332) (← links)
- Ein kurzer Beweis des Stabilitätskriteriums für kubische Polynome (Q801178) (← links)
- On reality and asymptotics of zeros of \(q\)-Hankel transforms (Q1041632) (← links)
- A sufficient condition for a polynomial centre to be global (Q1192794) (← links)
- To determine that all the roots of a transcendental polynomial have negative real parts (Q1364969) (← links)
- Some necessary conditions for Hurwitz stability. (Q1428151) (← links)
- Hurwitz polynomials and orthogonal polynomials generated by Routh-Markov parameters (Q1635733) (← links)
- Total nonnegativity of finite Hurwitz matrices and root location of polynomials (Q1659286) (← links)
- Necessary conditions for the stability of polynomials and their use (Q1922455) (← links)
- On properties of Hurwitz polynomials (Q1922461) (← links)
- Stable polynomials and sums of dependent Bernoulli random variables: application to Hoeffding inequalities (Q2043556) (← links)
- Zeros of the Wigner distribution and the short-time Fourier transform (Q2206763) (← links)
- Polynomial stability and potentially stable patterns (Q2229451) (← links)
- On the stability of Taylor sections of a function \(\Sigma _{k=0}^{\infty } z^{k}/a^{k^{2}}, a>1\) (Q2378584) (← links)
- On the location of roots of Steiner polynomials (Q2430813) (← links)
- The Poisson binomial distribution -- old \& new (Q2684692) (← links)
- ON STABILITY OF A POLYNOMIAL (Q3174705) (← links)
- On the zeros of the second and third Jackson <i>q</i>-Bessel functions and their associated <i>q</i>-Hankel transforms (Q3636898) (← links)
- The generalized Hadamard product of polynomials and its stability (Q4992540) (← links)
- On <i>q</i>-analogs of Struve functions (Q5880789) (← links)
- A sufficient condition for a complex polynomial to have only simple zeros and an analog of Hutchinson's theorem for real polynomials (Q5881767) (← links)
- Hutchinson's intervals and entire functions from the Laguerre-Pólya class (Q6145011) (← links)