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Notations R

*ABCDEFGHIJKLMNOPQ♦R♦STUVWXYZ
real line; Common Notations and Definitions
real part; (1.9.2)
r ( n )
Schröder number; (26.6.4)
r k ( n )
number of squares; §27.13(iv)
R m , n ( α ) ( z )
disk polynomial; (18.37.1)
r tp ( ϵ , )
outer turning point for Coulomb functions; (33.14.3)
ρ tp ( η , )
outer turning point for Coulomb radial functions; (33.2.2)
R-a(b1,,bn;z1,,zn) or R-a(b;z)
multivariate hypergeometric function; (19.16.9)
R m n ( j ) ( γ , z ) = S n m ( j ) ( z , γ )
alternative notation for the radial spheroidal wave function; §30.1
(with Snm(j)(z,γ): radial spheroidal wave function)
R ( a ; b ; z ) = R - a ( b ; z )
alternative notation; §19.16(ii)
(with R-a(b1,,bn;z1,,zn) or R-a(b;z): multivariate hypergeometric function)
R n ( x ; γ , δ , N )
dual Hahn polynomial; Table 18.25.1
R n ( x ; α , β , γ , δ )
Racah polynomial; Table 18.25.1
R n ( x ; α , β , γ , δ | q )
q-Racah polynomial; (18.28.19)
R C ( x , y )
Carlson’s combination of inverse circular and inverse hyperbolic functions; (19.2.17)
R D ( x , y , z )
elliptic integral symmetric in only two variables; (19.16.5)
res
residue; §1.10(iii)
R F ( x , y , z )
symmetric elliptic integral of first kind; (19.16.1)
R G ( x , y , z )
symmetric elliptic integral of second kind; (19.16.3)
R J ( x , y , z , p )
symmetric elliptic integral of third kind; (19.16.2)