Index Z
-
zero potential
- Coulomb functions §33.22(ii), §33.22(ii), §33.22(ii)
-
zeros
- of orthogonal polynomials §18.2(vi)
- zeros of analytic functions
-
zeros of Bessel functions (including derivatives)
- analytic properties §10.21(ii)—§10.21(ii)
- approximations §10.76(ii)
-
asymptotic expansions for large order
- uniform §10.21(viii)
-
asymptotic expansions for large zeros
§10.21(vi)
- error bounds §10.21(vi)
- bounds §10.21(v)
- common §10.21(i)
- complex §10.21(i), §10.21(ix)—§10.21(ix)
- computation §10.74(vi), §10.74(vi)—§10.74(vi)
- distribution §10.21(i), §10.21(ix)—§10.21(xiii)
- double §10.21(i)
- interlacing §10.21(i)
- monotonicity §10.21(iv)
- notation §10.21(i)
-
of cross-products
§10.21(x)
- asymptotic expansions §10.21(x)
- purely imaginary §10.21(i), §10.21(v)
- relation to inverse phase functions §10.21(ii)
- tables §10.75(iii), §4.46
- with respect to order (-zeros) §10.21(xiv)
-
zeros of cylinder functions (including derivatives)
§10.21(i)—§10.21(vii)
- analytic properties §10.21(ii)
-
asymptotic expansions for large order
- uniform §10.21(vii)
- asymptotic expansions for large zeros §10.21(vi)
- forward differences §10.21(ii)
- interlacing §10.21(i)
- monotonicity §10.21(iv)
- relation to inverse phase functions §10.21(ii)
-
zeros of polynomials, see also stable polynomials.
- computation §3.8(iv)—§3.8(iv)
- conditioning §3.8(vi)
- degrees two, three, four §1.11(iii)
- Descartes’ rule of signs §1.11(ii)
- discriminant §1.11(ii)
- distribution §1.11(ii)—§1.11(ii)
- division algorithm §1.11(i)
- elementary properties §1.11(ii)
- elementary symmetric functions §1.11(ii)
- explicit formulas §3.8(iv)
-
Horner’s scheme
§1.11(i)
- extended §1.11(i)
- resolvent cubic §1.11(iii)
- roots of constants §1.11(iv)
- roots of unity §1.11(iv)
- zeta function, see Hurwitz zeta function, Jacobi’s zeta function, periodic zeta function, Riemann zeta function, and Weierstrass zeta function.
- Zhedanov algebra §18.38(iii)
- zonal polynomials §35.4
-
zonal spherical harmonics
- ultraspherical polynomials §18.38(ii)
