Pages that link to "Item:Q1401255"
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The following pages link to On testing for zero polynomials by a set of points with bounded precision. (Q1401255):
Displaying 6 items.
- Counting \(r\)-tuples of positive integers with \(k\)-wise relatively prime components (Q273445) (← links)
- Use of algebraically independent numbers for zero recognition of polynomial terms. (Q1426048) (← links)
- Verification of a low-degree polynomial vanishing at empirical points (Q1671738) (← links)
- A promenade through correct test sequences. I: Degree of constructible sets, Bézout's inequality and density (Q2052162) (← links)
- Efficient zero location tests for delta-operator-based polynomials (Q4362308) (← links)
- A new proximity test for polynomial zeros (Q5948808) (← links)
