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In Octave, a polynomial is represented by its coefficients (arranged in descending order). For example, a vector c of length N+1 corresponds to the following polynomial of order N
p(x) = c(1) x^N + … + c(N) x + c(N+1).
| • Evaluating Polynomials: | ||
| • Finding Roots: | ||
| • Products of Polynomials: | ||
| • Derivatives / Integrals / Transforms: | ||
| • Polynomial Interpolation: | ||
| • Miscellaneous Functions: |