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oblate spheroidal coordinates
§30.14(i)
Laplacian
§30.14(iii)
metric coefficients
§30.14(ii)
Olver’s algorithm
difference equations
Table 3.6.1
,
§3.6(v)
—
§3.6(v)
Olver’s associated Legendre function
§14.21(i)
,
§14.3(ii)
Olver’s confluent hypergeometric function
§13.1
Olver’s hypergeometric function
§14.3(i)
,
§15.1
OP’s
,
see also
orthogonal polynomials
.
open disks around infinity
§1.9(iv)
open point set
§1.6(iv)
,
§1.9(ii)
optical diffraction
Struve functions
§11.12
optics
canonical integrals
§36.14(ii)
Orr–Sommerfeld equation
Airy functions
§9.16
ortho-normality relation
eigenfunctions
§1.18(viii)
continuous spectrum
§1.18(vi)
discrete spectrum
§1.18(ii)
orthogonal matrix polynomials
§18.36(iv)
orthogonal polynomials
,
see also
OP’s
.
classical
,
see
classical orthogonal polynomials
.
complex
§3.5(viii)
corecursive
§18.30(vi)
denominator
§18.30(vi)
general
,
see
general orthogonal polynomials
.
multiple
§18.36(iii)
nonsymmetric
§18.38(iii)
numerator
§18.30(vi)
Painlevé transcendents
§32.15
relations to confluent hypergeometric functions
§13.18(v)
,
§13.6(v)
relations to hypergeometric function
§15.9(i)
—
§15.9(i)
semi-classical
§18.2(xii)
Sobolev
§18.36(ii)
orthogonal polynomials associated with root systems
§18.37(iii)
orthogonal polynomials on the triangle
§18.37(ii)
orthogonal polynomials on the unit circle
,
see
polynomials orthogonal on the unit circle
.
orthogonal polynomials with Freud weights
§18.32
oscillations of chains
Bessel functions
§10.73(i)
oscillations of plates
Bessel functions
§10.73(i)